GED Science Practice Test 2

Question 1 of 34 · Work, motion and forces

Hot spot
A Bike Race with a Flat Tire

Maria rode in a 24-kilometer road race. A GPS unit on her bicycle recorded how far she was from the starting line throughout the race. Partway through, she had to stop and fix a flat tire. Near the end, the course climbed a long hill to the finish line.

The graph shows her distance from the start during the 60 minutes of the race.

Line graph titled Cyclist's Distance During a Road Race. x-axis: time in minutes from 0 to 60; y-axis: distance from start in kilometers from 0 to 25. The graph is made of four straight segments joining the labeled points (0, 0), (20, 10), (30, 10), (50, 22) and (60, 24). From 0 to 20 minutes the line rises steadily to 10 km; from 20 to 30 minutes it is flat at 10 km; from 30 to 50 minutes it rises steeply to 22 km; from 50 to 60 minutes it rises gently to 24 km. Cyclist's Distance During a Road Race 0 5 10 15 20 25 0 10 20 30 40 50 60 Time (minutes) Distance from start (km) (0, 0) (20, 10) (30, 10) (50, 22) (60, 24)

Speed can be found with the formula \text{speed} = \dfrac{\text{distance}}{\text{time}}. Average speed for a whole trip is the total distance divided by the total time, including any stops.

Click the part of the graph that shows the time when Maria had stopped to fix her flat tire.

Click on the figure to mark your answer (or focus it and use the arrow keys).

Line graph titled Cyclist's Distance During a Road Race. x-axis: time in minutes from 0 to 60; y-axis: distance from start in kilometers from 0 to 25. The graph is made of four straight segments joining the labeled points (0, 0), (20, 10), (30, 10), (50, 22) and (60, 24). From 0 to 20 minutes the line rises steadily to 10 km; from 20 to 30 minutes it is flat at 10 km; from 30 to 50 minutes it rises steeply to 22 km; from 50 to 60 minutes it rises gently to 24 km. Cyclist's Distance During a Road Race 0 5 10 15 20 25 0 10 20 30 40 50 60 Time (minutes) Distance from start (km) (0, 0) (20, 10) (30, 10) (50, 22) (60, 24)
Hint

If she is not moving, what happens to her distance from the start as time goes by?

Question 2 of 34 · Work, motion and forces

Fill in
A Bike Race with a Flat Tire

Maria rode in a 24-kilometer road race. A GPS unit on her bicycle recorded how far she was from the starting line throughout the race. Partway through, she had to stop and fix a flat tire. Near the end, the course climbed a long hill to the finish line.

The graph shows her distance from the start during the 60 minutes of the race.

Line graph titled Cyclist's Distance During a Road Race. x-axis: time in minutes from 0 to 60; y-axis: distance from start in kilometers from 0 to 25. The graph is made of four straight segments joining the labeled points (0, 0), (20, 10), (30, 10), (50, 22) and (60, 24). From 0 to 20 minutes the line rises steadily to 10 km; from 20 to 30 minutes it is flat at 10 km; from 30 to 50 minutes it rises steeply to 22 km; from 50 to 60 minutes it rises gently to 24 km. Cyclist's Distance During a Road Race 0 5 10 15 20 25 0 10 20 30 40 50 60 Time (minutes) Distance from start (km) (0, 0) (20, 10) (30, 10) (50, 22) (60, 24)

Speed can be found with the formula \text{speed} = \dfrac{\text{distance}}{\text{time}}. Average speed for a whole trip is the total distance divided by the total time, including any stops.

What was Maria's average speed for the whole 60-minute race, in kilometers per hour?

km/h

Type your answer in the box. Fractions like 3/4 are fine.

Hint

Use total distance ÷ total time, and remember that 60 minutes is 1 hour.

Question 3 of 34 · Work, motion and forces

Drop-down
A Bike Race with a Flat Tire

Maria rode in a 24-kilometer road race. A GPS unit on her bicycle recorded how far she was from the starting line throughout the race. Partway through, she had to stop and fix a flat tire. Near the end, the course climbed a long hill to the finish line.

The graph shows her distance from the start during the 60 minutes of the race.

Line graph titled Cyclist's Distance During a Road Race. x-axis: time in minutes from 0 to 60; y-axis: distance from start in kilometers from 0 to 25. The graph is made of four straight segments joining the labeled points (0, 0), (20, 10), (30, 10), (50, 22) and (60, 24). From 0 to 20 minutes the line rises steadily to 10 km; from 20 to 30 minutes it is flat at 10 km; from 30 to 50 minutes it rises steeply to 22 km; from 50 to 60 minutes it rises gently to 24 km. Cyclist's Distance During a Road Race 0 5 10 15 20 25 0 10 20 30 40 50 60 Time (minutes) Distance from start (km) (0, 0) (20, 10) (30, 10) (50, 22) (60, 24)

Speed can be found with the formula \text{speed} = \dfrac{\text{distance}}{\text{time}}. Average speed for a whole trip is the total distance divided by the total time, including any stops.

Complete the sentences based on the graph.

From 30 to 50 minutes, Maria's speed was kilometers per hour. This speed was her speed from 0 to 20 minutes.

Choose an answer from each menu.

Hint

Find the distance covered in each 20-minute interval, then change minutes to hours.

Question 4 of 34 · Heredity and genetics

Fill in
Sickle Cells and Malaria

Hemoglobin is the protein in red blood cells that carries oxygen. One gene controls the type of hemoglobin a person makes. The gene has two common alleles: A (normal hemoglobin) and S (sickle hemoglobin). Every person inherits one allele from each parent.

  • AA: normal red blood cells.
  • AS (sickle-cell trait): usually healthy, and much less likely to die from malaria, a disease spread by mosquitoes.
  • SS (sickle-cell disease): many red blood cells bend into a sickle shape and block small blood vessels. Without modern medical care, many people with SS die young.

Researchers measured how common the S allele is in four regions.

RegionMalariaFrequency of S allele (%)
Lowland ValleyCommon14
Coastal PlainCommon11
Highland PlateauRare2
Mountain TownRare1

The frequency of an allele is the percent of all copies of the gene in a population that are that allele.

Two parents both have sickle-cell trait (genotype AS). What is the probability, as a percent, that their child will have sickle-cell disease?

%

Type your answer in the box. Fractions like 3/4 are fine.

Hint

Draw a Punnett square with A and S from each parent. Which genotype causes the disease?

Question 5 of 34 · Evolution

Sickle Cells and Malaria

Hemoglobin is the protein in red blood cells that carries oxygen. One gene controls the type of hemoglobin a person makes. The gene has two common alleles: A (normal hemoglobin) and S (sickle hemoglobin). Every person inherits one allele from each parent.

  • AA: normal red blood cells.
  • AS (sickle-cell trait): usually healthy, and much less likely to die from malaria, a disease spread by mosquitoes.
  • SS (sickle-cell disease): many red blood cells bend into a sickle shape and block small blood vessels. Without modern medical care, many people with SS die young.

Researchers measured how common the S allele is in four regions.

RegionMalariaFrequency of S allele (%)
Lowland ValleyCommon14
Coastal PlainCommon11
Highland PlateauRare2
Mountain TownRare1

The frequency of an allele is the percent of all copies of the gene in a population that are that allele.

Sickle-cell disease (SS) is a serious illness, yet the S allele is fairly common in Lowland Valley. Which explanation best accounts for both of these facts?

Answer choices
Hint

Think about which genotype survives best where malaria is common, and what it passes to its children.

Question 6 of 34 · Evolution

Sickle Cells and Malaria

Hemoglobin is the protein in red blood cells that carries oxygen. One gene controls the type of hemoglobin a person makes. The gene has two common alleles: A (normal hemoglobin) and S (sickle hemoglobin). Every person inherits one allele from each parent.

  • AA: normal red blood cells.
  • AS (sickle-cell trait): usually healthy, and much less likely to die from malaria, a disease spread by mosquitoes.
  • SS (sickle-cell disease): many red blood cells bend into a sickle shape and block small blood vessels. Without modern medical care, many people with SS die young.

Researchers measured how common the S allele is in four regions.

RegionMalariaFrequency of S allele (%)
Lowland ValleyCommon14
Coastal PlainCommon11
Highland PlateauRare2
Mountain TownRare1

The frequency of an allele is the percent of all copies of the gene in a population that are that allele.

A researcher predicts that if malaria were completely eliminated from Lowland Valley, the S allele would slowly become less common there over many generations. Which evidence from the table best supports this prediction?

Answer choices
Hint

Look for a comparison in the table that shows what happens to S when malaria is not around.

Question 7 of 34 · Work, motion and forces

A soccer player kicks a ball with a mass of 0.45 kg. During the kick, the player's foot pushes on the ball with an average force of 90 N.

Using Newton's second law, F = m \times a, what is the average acceleration of the ball during the kick?

Answer choices
Hint

Rearrange the formula to solve for a: divide the force by the mass.

Question 8 of 34 · Earth and its system components

Hot spot
Rock Layers at Red Bluff

A geology class visited Red Bluff, a road cut that exposes rock layers. Their teacher drew the cross section below.

Cross-section diagram titled Cross Section of Rock Layers at Red Bluff. Four flat sedimentary layers are shown from bottom to top: A sandstone, B shale, C limestone and D conglomerate. A fault (a crack where rock moved) cuts through layers A, B and C; the layers on the left side of the fault are shifted down. The fault stops at a wavy erosion surface between layer C and layer D and does not cut layer D. A band of igneous rock labeled E (a dike) cuts upward through all four layers, A, B, C and D, and reaches the land surface. Cross Section of Rock Layers at Red Bluff A B C D E A B C D Fault erosion surface A: sandstone B: shale C: limestone D: conglomerate E: igneous rock (dike)

The teacher reminded the class of three ideas geologists use to put past events in order:

  1. Superposition: in undisturbed sedimentary layers, the oldest layer is at the bottom and the youngest is at the top.
  2. Cross-cutting relationships: a feature that cuts across rock layers, such as a fault or a body of igneous rock, is younger than every layer it cuts.
  3. Erosion surfaces: a wavy, uneven boundary between layers shows a time when rock at the surface was worn away by erosion before new layers were deposited on top of it.

Click the rock layer or feature in the cross section that formed most recently (is the youngest).

Click on the figure to mark your answer (or focus it and use the arrow keys).

Cross-section diagram titled Cross Section of Rock Layers at Red Bluff. Four flat sedimentary layers are shown from bottom to top: A sandstone, B shale, C limestone and D conglomerate. A fault (a crack where rock moved) cuts through layers A, B and C; the layers on the left side of the fault are shifted down. The fault stops at a wavy erosion surface between layer C and layer D and does not cut layer D. A band of igneous rock labeled E (a dike) cuts upward through all four layers, A, B, C and D, and reaches the land surface. Cross Section of Rock Layers at Red Bluff A B C D E A B C D Fault erosion surface A: sandstone B: shale C: limestone D: conglomerate E: igneous rock (dike)
Hint

Superposition tells you which layer is youngest, but cross-cutting relationships can beat that. What cuts through everything?

Question 9 of 34 · Earth and its system components

Drop-down
Rock Layers at Red Bluff

A geology class visited Red Bluff, a road cut that exposes rock layers. Their teacher drew the cross section below.

Cross-section diagram titled Cross Section of Rock Layers at Red Bluff. Four flat sedimentary layers are shown from bottom to top: A sandstone, B shale, C limestone and D conglomerate. A fault (a crack where rock moved) cuts through layers A, B and C; the layers on the left side of the fault are shifted down. The fault stops at a wavy erosion surface between layer C and layer D and does not cut layer D. A band of igneous rock labeled E (a dike) cuts upward through all four layers, A, B, C and D, and reaches the land surface. Cross Section of Rock Layers at Red Bluff A B C D E A B C D Fault erosion surface A: sandstone B: shale C: limestone D: conglomerate E: igneous rock (dike)

The teacher reminded the class of three ideas geologists use to put past events in order:

  1. Superposition: in undisturbed sedimentary layers, the oldest layer is at the bottom and the youngest is at the top.
  2. Cross-cutting relationships: a feature that cuts across rock layers, such as a fault or a body of igneous rock, is younger than every layer it cuts.
  3. Erosion surfaces: a wavy, uneven boundary between layers shows a time when rock at the surface was worn away by erosion before new layers were deposited on top of it.

Complete the sentence based on the cross section.

The fault formed and .

Choose an answer from each menu.

Hint

Which layers does the fault cut, and which layer does it NOT cut?

Question 10 of 34 · Earth and its system components

Rock Layers at Red Bluff

A geology class visited Red Bluff, a road cut that exposes rock layers. Their teacher drew the cross section below.

Cross-section diagram titled Cross Section of Rock Layers at Red Bluff. Four flat sedimentary layers are shown from bottom to top: A sandstone, B shale, C limestone and D conglomerate. A fault (a crack where rock moved) cuts through layers A, B and C; the layers on the left side of the fault are shifted down. The fault stops at a wavy erosion surface between layer C and layer D and does not cut layer D. A band of igneous rock labeled E (a dike) cuts upward through all four layers, A, B, C and D, and reaches the land surface. Cross Section of Rock Layers at Red Bluff A B C D E A B C D Fault erosion surface A: sandstone B: shale C: limestone D: conglomerate E: igneous rock (dike)

The teacher reminded the class of three ideas geologists use to put past events in order:

  1. Superposition: in undisturbed sedimentary layers, the oldest layer is at the bottom and the youngest is at the top.
  2. Cross-cutting relationships: a feature that cuts across rock layers, such as a fault or a body of igneous rock, is younger than every layer it cuts.
  3. Erosion surfaces: a wavy, uneven boundary between layers shows a time when rock at the surface was worn away by erosion before new layers were deposited on top of it.

Which sequence of events best explains the wavy boundary between layer C and layer D?

Answer choices
Hint

Reread idea 3 in the passage about erosion surfaces. What had to happen to layer C before D could sit on it?

Question 11 of 34 · Life functions and energy intake

Sugar and Rising Dough

A baker wanted to know how the amount of sugar in bread dough affects yeast. Yeast are single-celled fungi. They break down sugar to get energy, and in the process they give off a gas that makes dough rise.

The baker set up five flasks. Each flask held 100 mL of water at 35 °C and 7 g of dry yeast. She stirred a different mass of sugar into each flask: 0, 5, 10, 20 or 40 grams. She stretched an identical balloon over the mouth of each flask, waited 30 minutes, and then measured the volume of gas in each balloon.

Line graph titled Gas Collected After 30 Minutes. x-axis: sugar added in grams, 0 to 40; y-axis: gas collected in milliliters, 0 to 100. Data points: 0 g, 5 mL; 5 g, 40 mL; 10 g, 70 mL; 20 g, 95 mL; 40 g, 60 mL. The line rises to a peak at 20 g and then falls at 40 g. Gas Collected After 30 Minutes 0 20 40 60 80 100 0 5 10 15 20 25 30 35 40 Sugar added (grams) Gas collected (mL) 5 mL 40 mL 70 mL 95 mL 60 mL

A baking guide notes that when sugar is dissolved at a very high concentration, water tends to move out of yeast cells by osmosis, from the side with more water to the side with less water.

Which of these was a controlled variable in the baker's experiment?

Answer choices
Hint

A controlled variable is kept the same in every flask.

Question 12 of 34 · Life functions and energy intake

Sugar and Rising Dough

A baker wanted to know how the amount of sugar in bread dough affects yeast. Yeast are single-celled fungi. They break down sugar to get energy, and in the process they give off a gas that makes dough rise.

The baker set up five flasks. Each flask held 100 mL of water at 35 °C and 7 g of dry yeast. She stirred a different mass of sugar into each flask: 0, 5, 10, 20 or 40 grams. She stretched an identical balloon over the mouth of each flask, waited 30 minutes, and then measured the volume of gas in each balloon.

Line graph titled Gas Collected After 30 Minutes. x-axis: sugar added in grams, 0 to 40; y-axis: gas collected in milliliters, 0 to 100. Data points: 0 g, 5 mL; 5 g, 40 mL; 10 g, 70 mL; 20 g, 95 mL; 40 g, 60 mL. The line rises to a peak at 20 g and then falls at 40 g. Gas Collected After 30 Minutes 0 20 40 60 80 100 0 5 10 15 20 25 30 35 40 Sugar added (grams) Gas collected (mL) 5 mL 40 mL 70 mL 95 mL 60 mL

A baking guide notes that when sugar is dissolved at a very high concentration, water tends to move out of yeast cells by osmosis, from the side with more water to the side with less water.

Which statement best explains why the flask with 40 g of sugar produced less gas than the flask with 20 g?

Answer choices
Hint

The 40 g flask had more food than any other flask. Use the baking guide's note at the end of the passage.

Question 13 of 34 · Life functions and energy intake

Drop-down
Sugar and Rising Dough

A baker wanted to know how the amount of sugar in bread dough affects yeast. Yeast are single-celled fungi. They break down sugar to get energy, and in the process they give off a gas that makes dough rise.

The baker set up five flasks. Each flask held 100 mL of water at 35 °C and 7 g of dry yeast. She stirred a different mass of sugar into each flask: 0, 5, 10, 20 or 40 grams. She stretched an identical balloon over the mouth of each flask, waited 30 minutes, and then measured the volume of gas in each balloon.

Line graph titled Gas Collected After 30 Minutes. x-axis: sugar added in grams, 0 to 40; y-axis: gas collected in milliliters, 0 to 100. Data points: 0 g, 5 mL; 5 g, 40 mL; 10 g, 70 mL; 20 g, 95 mL; 40 g, 60 mL. The line rises to a peak at 20 g and then falls at 40 g. Gas Collected After 30 Minutes 0 20 40 60 80 100 0 5 10 15 20 25 30 35 40 Sugar added (grams) Gas collected (mL) 5 mL 40 mL 70 mL 95 mL 60 mL

A baking guide notes that when sugar is dissolved at a very high concentration, water tends to move out of yeast cells by osmosis, from the side with more water to the side with less water.

Complete the sentence.

The yeast release energy from sugar through , a process that gives off gas, which makes the balloons and bread dough expand.

Choose an answer from each menu.

Hint

Yeast are fungi, not plants. Which gas bubbles out of rising dough and fizzy drinks?

Question 14 of 34 · Heredity and genetics

Each body cell of a dog contains 78 chromosomes. Sperm and egg cells are made by meiosis, and a puppy forms when one sperm joins one egg.

How many chromosomes are in each sperm cell of a dog?

Answer choices
Hint

The puppy's body cells must end up with the normal number after sperm and egg join.

Question 15 of 34 · Work, motion and forces

Fill in
Pushing a Crate up a Ramp

Two movers need to load a crate that weighs 600 newtons (N) onto a truck bed 1.0 meter above the ground. Instead of lifting the crate straight up, they push it up a ramp 4.0 meters long. A force meter shows that they must push with a steady force of 200 N along the ramp to slide the crate up at a constant speed.

Diagram titled Loading a Crate onto a Moving Truck. A straight ramp 4.0 meters long rises from the ground to a truck bed 1.0 meter high. A crate sits on the ramp. An arrow along the ramp shows a push of 200 newtons up the ramp, and an arrow pointing straight down shows the crate's weight, 600 newtons. Loading a Crate onto a Moving Truck Truck bed cratePush: 200 N Weight: 600 N Ramp length = 4.0 m Height = 1.0 m

Useful formulas:

  • Work: W = F \times d (force times the distance moved in the direction of the force; 1 newton-meter = 1 joule, J)
  • Efficiency: \text{efficiency} = \dfrac{\text{useful work output}}{\text{work input}} \times 100\%

The useful work output is the work needed to lift the crate straight up onto the truck bed. The work input is the work the movers actually do pushing the crate along the ramp.

How much work, in joules, do the movers do pushing the crate all the way up the ramp?

J

Type your answer in the box. Fractions like 3/4 are fine.

Hint

Work = force × distance. Use the force the movers push with and the distance along the ramp.

Question 16 of 34 · Work, motion and forces

Fill in
Pushing a Crate up a Ramp

Two movers need to load a crate that weighs 600 newtons (N) onto a truck bed 1.0 meter above the ground. Instead of lifting the crate straight up, they push it up a ramp 4.0 meters long. A force meter shows that they must push with a steady force of 200 N along the ramp to slide the crate up at a constant speed.

Diagram titled Loading a Crate onto a Moving Truck. A straight ramp 4.0 meters long rises from the ground to a truck bed 1.0 meter high. A crate sits on the ramp. An arrow along the ramp shows a push of 200 newtons up the ramp, and an arrow pointing straight down shows the crate's weight, 600 newtons. Loading a Crate onto a Moving Truck Truck bed cratePush: 200 N Weight: 600 N Ramp length = 4.0 m Height = 1.0 m

Useful formulas:

  • Work: W = F \times d (force times the distance moved in the direction of the force; 1 newton-meter = 1 joule, J)
  • Efficiency: \text{efficiency} = \dfrac{\text{useful work output}}{\text{work input}} \times 100\%

The useful work output is the work needed to lift the crate straight up onto the truck bed. The work input is the work the movers actually do pushing the crate along the ramp.

What is the efficiency of the ramp, as a percent?

%

Type your answer in the box. Fractions like 3/4 are fine.

Hint

First find the useful work output (lifting straight up) and the work input (pushing along the ramp).

Question 17 of 34 · Energy: conservation, transformation, flow

Pushing a Crate up a Ramp

Two movers need to load a crate that weighs 600 newtons (N) onto a truck bed 1.0 meter above the ground. Instead of lifting the crate straight up, they push it up a ramp 4.0 meters long. A force meter shows that they must push with a steady force of 200 N along the ramp to slide the crate up at a constant speed.

Diagram titled Loading a Crate onto a Moving Truck. A straight ramp 4.0 meters long rises from the ground to a truck bed 1.0 meter high. A crate sits on the ramp. An arrow along the ramp shows a push of 200 newtons up the ramp, and an arrow pointing straight down shows the crate's weight, 600 newtons. Loading a Crate onto a Moving Truck Truck bed cratePush: 200 N Weight: 600 N Ramp length = 4.0 m Height = 1.0 m

Useful formulas:

  • Work: W = F \times d (force times the distance moved in the direction of the force; 1 newton-meter = 1 joule, J)
  • Efficiency: \text{efficiency} = \dfrac{\text{useful work output}}{\text{work input}} \times 100\%

The useful work output is the work needed to lift the crate straight up onto the truck bed. The work input is the work the movers actually do pushing the crate along the ramp.

The movers put 800 J of work into pushing the crate, but the crate gained only 600 J of energy from being raised. Which statement best accounts for the other 200 J?

Answer choices
Hint

Energy cannot be created or destroyed. What rubs against what as the crate slides?

Question 18 of 34 · Structure of the cosmos

Hunting for Planets

Astronomers can find planets around distant stars by watching for a transit. When a planet passes in front of its star, it blocks a tiny part of the star's light, and the star looks slightly dimmer for a few hours. A planet makes one transit each time it completes one orbit around its star.

A space telescope measured the brightness of the star Vela-7 for 40 days. Two planets, b and c, were found.

Line graph titled Brightness of the Star Vela-7 Over 40 Days. x-axis: time in days, 0 to 40; y-axis: brightness as a percent of normal, 98.8 to 100.2. The brightness stays at 100% except for short dips. Deeper dips labeled b drop to 99.0% at days 4, 14, 24 and 34. Shallower dips labeled c drop to 99.75% at days 8 and 32. Brightness of the Star Vela-7 Over 40 Days 99 99.25 99.5 99.75 100 0 5 10 15 20 25 30 35 40 Time (days) Brightness (% of normal) b c b b c b Dips labeled b are caused by planet b; dips labeled c by planet c.

Two facts help astronomers interpret data like these:

  • A larger planet blocks more light, so it makes a deeper dip. The depth of the dip depends on the planet's size (diameter), not on its mass.
  • Planets that orbit farther from their star take longer to complete one orbit.

Based on the graph, how long does it take planet b to complete one orbit around Vela-7?

Answer choices
Hint

One orbit = the time from one b dip to the next b dip.

Question 19 of 34 · Structure of the cosmos

Select all
Hunting for Planets

Astronomers can find planets around distant stars by watching for a transit. When a planet passes in front of its star, it blocks a tiny part of the star's light, and the star looks slightly dimmer for a few hours. A planet makes one transit each time it completes one orbit around its star.

A space telescope measured the brightness of the star Vela-7 for 40 days. Two planets, b and c, were found.

Line graph titled Brightness of the Star Vela-7 Over 40 Days. x-axis: time in days, 0 to 40; y-axis: brightness as a percent of normal, 98.8 to 100.2. The brightness stays at 100% except for short dips. Deeper dips labeled b drop to 99.0% at days 4, 14, 24 and 34. Shallower dips labeled c drop to 99.75% at days 8 and 32. Brightness of the Star Vela-7 Over 40 Days 99 99.25 99.5 99.75 100 0 5 10 15 20 25 30 35 40 Time (days) Brightness (% of normal) b c b b c b Dips labeled b are caused by planet b; dips labeled c by planet c.

Two facts help astronomers interpret data like these:

  • A larger planet blocks more light, so it makes a deeper dip. The depth of the dip depends on the planet's size (diameter), not on its mass.
  • Planets that orbit farther from their star take longer to complete one orbit.

Which conclusions about the two planets are supported by the graph and the passage? Select all that apply.

Select all that apply.

Answer choices
Hint

Use only the two facts at the end of the passage: dip depth tells size; time between dips tells orbit length.

Question 20 of 34 · Evolution

Fill in
Finches in a Drought

Isla Seca is a small island where medium ground finches eat seeds. Finches with deeper (taller) beaks can crack large, hard seeds. Finches with shallower beaks are better at picking up small, soft seeds. Beak depth varies from bird to bird.

In Year 1, researchers measured the beak depth of 1,200 finches on the island. In Year 2, a severe drought struck. Plants produced few seeds, and the small, soft seeds were quickly eaten up. Mostly large, hard seeds were left. By Year 3, only 180 of the finches were still alive. The researchers measured the beaks of the survivors.

Grouped bar graph titled Beak Depth of Medium Ground Finches on Isla Seca. x-axis: beak depth rounded to the nearest millimeter, 7 to 11 mm; y-axis: percent of birds, 0 to 40. Year 1, before the drought (1,200 birds): 7 mm 10%, 8 mm 30%, 9 mm 35%, 10 mm 20%, 11 mm 5%. Year 3, survivors of the drought (180 birds): 7 mm 0%, 8 mm 15%, 9 mm 35%, 10 mm 35%, 11 mm 15%. Beak Depth of Medium Ground Finches on Isla Seca 0 10 20 30 40 10% 0% 7 mm 30% 15% 8 mm 35% 35% 9 mm 20% 35% 10 mm 5% 15% 11 mm Beak depth (rounded to nearest mm) Percent of birds Year 1, before drought (1,200 birds) Year 3, survivors (180 birds)

Calculate the mean (average) beak depth of the Year 3 survivors. Treat every bird in a bar as having exactly that beak depth (for example, all birds in the 8 mm bar have a beak depth of 8 mm).

mm

Type your answer in the box. Fractions like 3/4 are fine.

Hint

Multiply each beak depth by its percent (as a decimal), then add the results.

Question 21 of 34 · Evolution

Drag and drop
Finches in a Drought

Isla Seca is a small island where medium ground finches eat seeds. Finches with deeper (taller) beaks can crack large, hard seeds. Finches with shallower beaks are better at picking up small, soft seeds. Beak depth varies from bird to bird.

In Year 1, researchers measured the beak depth of 1,200 finches on the island. In Year 2, a severe drought struck. Plants produced few seeds, and the small, soft seeds were quickly eaten up. Mostly large, hard seeds were left. By Year 3, only 180 of the finches were still alive. The researchers measured the beaks of the survivors.

Grouped bar graph titled Beak Depth of Medium Ground Finches on Isla Seca. x-axis: beak depth rounded to the nearest millimeter, 7 to 11 mm; y-axis: percent of birds, 0 to 40. Year 1, before the drought (1,200 birds): 7 mm 10%, 8 mm 30%, 9 mm 35%, 10 mm 20%, 11 mm 5%. Year 3, survivors of the drought (180 birds): 7 mm 0%, 8 mm 15%, 9 mm 35%, 10 mm 35%, 11 mm 15%. Beak Depth of Medium Ground Finches on Isla Seca 0 10 20 30 40 10% 0% 7 mm 30% 15% 8 mm 35% 35% 9 mm 20% 35% 10 mm 5% 15% 11 mm Beak depth (rounded to nearest mm) Percent of birds Year 1, before drought (1,200 birds) Year 3, survivors (180 birds)

Drag each event into the correct order to explain how natural selection changed the finch population on Isla Seca.

Tap a tile, then tap a box to place it.

Hint

Natural selection starts with variation that already exists and ends with a change in the next generation.

Question 22 of 34 · Evolution

Finches in a Drought

Isla Seca is a small island where medium ground finches eat seeds. Finches with deeper (taller) beaks can crack large, hard seeds. Finches with shallower beaks are better at picking up small, soft seeds. Beak depth varies from bird to bird.

In Year 1, researchers measured the beak depth of 1,200 finches on the island. In Year 2, a severe drought struck. Plants produced few seeds, and the small, soft seeds were quickly eaten up. Mostly large, hard seeds were left. By Year 3, only 180 of the finches were still alive. The researchers measured the beaks of the survivors.

Grouped bar graph titled Beak Depth of Medium Ground Finches on Isla Seca. x-axis: beak depth rounded to the nearest millimeter, 7 to 11 mm; y-axis: percent of birds, 0 to 40. Year 1, before the drought (1,200 birds): 7 mm 10%, 8 mm 30%, 9 mm 35%, 10 mm 20%, 11 mm 5%. Year 3, survivors of the drought (180 birds): 7 mm 0%, 8 mm 15%, 9 mm 35%, 10 mm 35%, 11 mm 15%. Beak Depth of Medium Ground Finches on Isla Seca 0 10 20 30 40 10% 0% 7 mm 30% 15% 8 mm 35% 35% 9 mm 20% 35% 10 mm 5% 15% 11 mm Beak depth (rounded to nearest mm) Percent of birds Year 1, before drought (1,200 birds) Year 3, survivors (180 birds)

The researchers want to confirm that beak depth is inherited (passed from parents to offspring) rather than caused only by what a bird eats. Which study would best test this?

Answer choices
Hint

To show a trait is inherited, compare parents and offspring while keeping diet the same.

Question 23 of 34 · Work, motion and forces

Momentum is found with the formula p = m \times v (mass × velocity).

VehicleMass (kg)Speed (m/s)
Car1,20015
City bus9,0002.0

Which statement correctly compares the momentum of the two vehicles?

Answer choices
Hint

Calculate both momentums before choosing. Do not judge by speed or size alone.

Question 24 of 34 · Chemical properties and reactions

Baking Soda and Vinegar

A student studied the reaction between baking soda and vinegar, two common kitchen ingredients.

baking soda + acetic acid (in vinegar) → sodium acetate + water + carbon dioxide

NaHCO₃ + CH₃COOH → NaCH₃COO + H₂O + CO₂

For each trial, she poured 100 g of vinegar into a plastic bottle and lowered a small paper cup holding 5.0 g of baking soda into the bottle without letting the two touch. She weighed the whole setup, including the bottle's screw cap, and measured the temperature of the vinegar. Then she tipped the bottle so the baking soda fell into the vinegar.

  • Trial A: the bottle was left open (the cap sat on the scale beside it).
  • Trial B: the bottle was sealed with the screw cap before tipping.
TrialMass before (g)Mass after (g)Temperature before (°C)Temperature after (°C)
A (open)260.0257.421.018.5
B (sealed)260.0260.021.018.5

In both trials the mixture fizzed strongly, the white powder disappeared, and the liquid stayed clear and colorless.

Looking only at Trial A, a classmate concludes that mass was destroyed in the reaction. Which statement best uses the results of both trials to evaluate this conclusion?

Answer choices
Hint

What is different about Trial B? Which product of the reaction is a gas?

Question 25 of 34 · Chemical properties and reactions

Select all
Baking Soda and Vinegar

A student studied the reaction between baking soda and vinegar, two common kitchen ingredients.

baking soda + acetic acid (in vinegar) → sodium acetate + water + carbon dioxide

NaHCO₃ + CH₃COOH → NaCH₃COO + H₂O + CO₂

For each trial, she poured 100 g of vinegar into a plastic bottle and lowered a small paper cup holding 5.0 g of baking soda into the bottle without letting the two touch. She weighed the whole setup, including the bottle's screw cap, and measured the temperature of the vinegar. Then she tipped the bottle so the baking soda fell into the vinegar.

  • Trial A: the bottle was left open (the cap sat on the scale beside it).
  • Trial B: the bottle was sealed with the screw cap before tipping.
TrialMass before (g)Mass after (g)Temperature before (°C)Temperature after (°C)
A (open)260.0257.421.018.5
B (sealed)260.0260.021.018.5

In both trials the mixture fizzed strongly, the white powder disappeared, and the liquid stayed clear and colorless.

Which observations are among the standard signs that a chemical reaction (a new substance forming) took place? Select all that apply.

Select all that apply.

Answer choices
Hint

Signs of a chemical change include a gas forming and a temperature change that happens on its own.

Question 26 of 34 · Chemical properties and reactions

Baking Soda and Vinegar

A student studied the reaction between baking soda and vinegar, two common kitchen ingredients.

baking soda + acetic acid (in vinegar) → sodium acetate + water + carbon dioxide

NaHCO₃ + CH₃COOH → NaCH₃COO + H₂O + CO₂

For each trial, she poured 100 g of vinegar into a plastic bottle and lowered a small paper cup holding 5.0 g of baking soda into the bottle without letting the two touch. She weighed the whole setup, including the bottle's screw cap, and measured the temperature of the vinegar. Then she tipped the bottle so the baking soda fell into the vinegar.

  • Trial A: the bottle was left open (the cap sat on the scale beside it).
  • Trial B: the bottle was sealed with the screw cap before tipping.
TrialMass before (g)Mass after (g)Temperature before (°C)Temperature after (°C)
A (open)260.0257.421.018.5
B (sealed)260.0260.021.018.5

In both trials the mixture fizzed strongly, the white powder disappeared, and the liquid stayed clear and colorless.

Based on the temperature data, which statement correctly describes the reaction between baking soda and vinegar?

Answer choices
Hint

Did the mixture get warmer or colder? Which way did heat flow?

Question 27 of 34 · Human body and health

A sports scientist measured a runner's core body temperature and sweat rate during a 90-minute run on a warm day.

Time (minutes)Core body temperature (°C)Sweat rate (liters per hour)
037.00.2
3038.11.0
6038.51.4
9038.61.5

Sweat cools the body as it evaporates from the skin. Which statement is best supported by the data?

Answer choices
Hint

Look at how much the temperature rose in each 30-minute period, and what sweat rate was doing at the same time.

Question 28 of 34 · Energy: conservation, transformation, flow

Hot spot
Heating Ice in a Pot

A cook takes 500 g of ice at −20 °C out of a freezer, puts it in a pot, and heats it on a stove burner that supplies energy at a steady rate. A thermometer in the pot records the temperature every minute, and the cook stirs constantly so the temperature is the same throughout the pot.

Line graph titled Heating 500 g of Ice on a Stove. x-axis: time in minutes, 0 to 40; y-axis: temperature in degrees Celsius, -20 to 100. The line rises from -20 °C at 0 minutes to 0 °C at 1 minute, stays flat at 0 °C from 1 to 9 minutes, rises steadily from 0 °C at 9 minutes to 100 °C at 19 minutes, and stays flat at 100 °C from 19 to 40 minutes. Heating 500 g of Ice on a Stove -20 0 20 40 60 80 100 0 5 10 15 20 25 30 35 40 Time (minutes) Temperature (°C)

Click the part of the graph that shows when the ice is melting.

Click on the figure to mark your answer (or focus it and use the arrow keys).

Line graph titled Heating 500 g of Ice on a Stove. x-axis: time in minutes, 0 to 40; y-axis: temperature in degrees Celsius, -20 to 100. The line rises from -20 °C at 0 minutes to 0 °C at 1 minute, stays flat at 0 °C from 1 to 9 minutes, rises steadily from 0 °C at 9 minutes to 100 °C at 19 minutes, and stays flat at 100 °C from 19 to 40 minutes. Heating 500 g of Ice on a Stove -20 0 20 40 60 80 100 0 5 10 15 20 25 30 35 40 Time (minutes) Temperature (°C)
Hint

Ice melts at 0 °C. While it melts, does the temperature change?

Question 29 of 34 · Energy: conservation, transformation, flow

Heating Ice in a Pot

A cook takes 500 g of ice at −20 °C out of a freezer, puts it in a pot, and heats it on a stove burner that supplies energy at a steady rate. A thermometer in the pot records the temperature every minute, and the cook stirs constantly so the temperature is the same throughout the pot.

Line graph titled Heating 500 g of Ice on a Stove. x-axis: time in minutes, 0 to 40; y-axis: temperature in degrees Celsius, -20 to 100. The line rises from -20 °C at 0 minutes to 0 °C at 1 minute, stays flat at 0 °C from 1 to 9 minutes, rises steadily from 0 °C at 9 minutes to 100 °C at 19 minutes, and stays flat at 100 °C from 19 to 40 minutes. Heating 500 g of Ice on a Stove -20 0 20 40 60 80 100 0 5 10 15 20 25 30 35 40 Time (minutes) Temperature (°C)

Which statement about the energy the burner supplied is best supported by the graph?

Answer choices
Hint

The burner adds the same amount of energy every minute. So more minutes means more energy.

Question 30 of 34 · Structure of the cosmos

Scientists find a bison bone in a cave. Tests show the bone now contains 25% of the carbon-14 it had when the bison died. The half-life of carbon-14 is 5,730 years.

About how long ago did the bison die?

Answer choices
Hint

Count how many times you must cut 100% in half to reach 25%.

Question 31 of 34 · Organization of life: cells, tissues, organisms

Drag and drop
Muscle Fibers in Athletes

Skeletal muscles are made of long muscle cells called muscle fibers. Fibers are grouped into bundles that form muscle tissue. Muscle tissue, together with nerves and blood vessels, forms a whole muscle, such as the thigh muscle. All the skeletal muscles together make up the muscular system.

There are two main types of muscle fiber:

  • Slow-twitch fibers are packed with mitochondria, the organelles that use oxygen to release energy from food. They can work for a long time without tiring.
  • Fast-twitch fibers have fewer mitochondria. They contract quickly and powerfully but tire fast.

Study 1 took small samples of thigh muscle from four groups of adults.

GroupSlow-twitch fibers (%)
Elite sprinters25
Untrained adults50
Middle-distance runners60
Elite marathon runners80

Study 2 followed 20 untrained adults through six months of endurance (long-distance) training. Their average percentage of slow-twitch fibers changed only from 49% to 51%, a difference the researchers judged too small to be meaningful. However, the number of mitochondria in their muscle fibers rose by about 40%.

Drag the parts of the body into order from smallest level of organization to largest.

Smallest → 1. → 2. → 3. → 4. → 5. → Largest

Tap a tile, then tap a box to place it.

Hint

Organelle → cell → tissue → organ → organ system. Match each item to one of these levels.

Question 32 of 34 · Organization of life: cells, tissues, organisms

Muscle Fibers in Athletes

Skeletal muscles are made of long muscle cells called muscle fibers. Fibers are grouped into bundles that form muscle tissue. Muscle tissue, together with nerves and blood vessels, forms a whole muscle, such as the thigh muscle. All the skeletal muscles together make up the muscular system.

There are two main types of muscle fiber:

  • Slow-twitch fibers are packed with mitochondria, the organelles that use oxygen to release energy from food. They can work for a long time without tiring.
  • Fast-twitch fibers have fewer mitochondria. They contract quickly and powerfully but tire fast.

Study 1 took small samples of thigh muscle from four groups of adults.

GroupSlow-twitch fibers (%)
Elite sprinters25
Untrained adults50
Middle-distance runners60
Elite marathon runners80

Study 2 followed 20 untrained adults through six months of endurance (long-distance) training. Their average percentage of slow-twitch fibers changed only from 49% to 51%, a difference the researchers judged too small to be meaningful. However, the number of mitochondria in their muscle fibers rose by about 40%.

A coach looks at Study 1 and claims: "Marathon training turns fast-twitch fibers into slow-twitch fibers." Which statement best evaluates the coach's claim using both studies?

Answer choices
Hint

Study 1 compares different people at one time. Study 2 follows the same people as they train. Which study actually tests the claim?

Question 33 of 34 · Energy flow in ecosystems

In a grassland food chain, energy passes from grass → grasshoppers → frogs → snakes. On average, only about 10% of the energy at one level is passed on to the next level.

If the grass stores 50,000 kilocalories (kcal) of energy, about how much of that energy reaches the snakes?

Answer choices
Hint

Count the steps between grass and snakes, and take 10% once for each step.

Question 34 of 34 · Earth systems and living things

In 1991, Mount Pinatubo in the Philippines erupted and sent about 15 million tons of sulfur dioxide gas high into the atmosphere. The gas formed tiny droplets that reflected some sunlight back into space. Over the next year, Earth's average surface temperature dropped by about 0.5 °C.

Which effect on living things is most likely to have followed from this eruption?

Answer choices
Hint

Less sunlight reached the ground and temperatures fell. How would that affect plants and farms?