GED Scientific Practices Practice Questions, Set 2
This is set 2 of 2 for GED Scientific Practices, with 24 practice questions that are not part of any full practice test. If a question type feels unfamiliar, review the Scientific Practices study guide first, then check each answer below.
Question 1 of 24
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A science center builds a model of the solar system. The Sun is a ball 1 m across, and Earth is a bead about 9 mm across placed about 107 m away. Which information does this model show best?
Scientific Practices practice set 2: 24 questions with answers
Work each question on paper first, then open the answer to check your reasoning.
1.A science center builds a model of the solar system. The Sun is a ball 1 m across, and Earth is a bead about 9 mm across placed about 107 m away. Which information does this model show best?
- A.How hot the Sun’s surface is in degrees
- B.What Earth’s atmosphere is made of
- C.How small Earth is compared with the Sun
- D.How long a year lasts on each planet
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Answer: C. How small Earth is compared with the Sun
A scale model is useful for showing relative size and distance, such as how tiny Earth is next to the Sun. A ball and a bead cannot show temperature or what an atmosphere is made of.
2.A nurse notices that patients who take a short walk each day after surgery seem to leave the hospital sooner. Which statement is a testable hypothesis?
- A.Walking after surgery is always a pleasant experience
- B.Patients who walk daily after surgery go home sooner
- C.Some patients walk more often than other patients do
- D.Hospitals should require all patients to walk daily
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Answer: B. Patients who walk daily after surgery go home sooner
A testable hypothesis makes a prediction that data can check, here linking daily walking to an earlier discharge. The last choice is a policy recommendation, not a prediction that can be tested.
3.A student’s hypothesis is: “If a magnet is cooled in a freezer, it will pick up more paper clips.” Which result would support the hypothesis?
- A.The magnet picks up more clips after being cooled
- B.The freezer is about 25°C colder than the room
- C.The magnet picks up the same number of clips both times
- D.The magnet picks up fewer clips after being cooled
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Answer: A. The magnet picks up more clips after being cooled
The hypothesis predicts more clips after cooling, so that result supports it. The temperature difference is a condition of the test, not a result about the magnet.
4.A school tests whether a reading app raises test scores. It gives the app to its honors class and compares their scores with a regular class that does not use the app. What is the main problem with this design?
- A.Reading scores cannot be measured with a test
- B.The groups differed in ability before the study
- C.The app was used by only one group of students
- D.The study used students instead of adult readers
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Answer: B. The groups differed in ability before the study
Honors students likely scored higher to begin with, so any difference could come from the groups rather than the app. Giving the app to only one group is fine, because the other group serves as the comparison.
5.A gardener wants to know whether mulch keeps soil moist. The gardener puts mulch on one bed and measures its moisture every day for a month, but does not measure any bed without mulch. What is missing from this experiment?
- A.A hypothesis about a dependent variable
- B.Enough days of data to show a trend
- C.A control bed without mulch to compare
- D.A way to measure the soil’s moisture
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Answer: C. A control bed without mulch to compare
Without an unmulched bed to compare against, the gardener cannot tell whether the mulch made any difference. The study already measures moisture daily for a month, so measurements and time are not what is missing.
6.A coffee shop asks 5 customers to rate a new drink, and all 5 love it. The owner plans to add the drink at every location. What is the best reason to collect more data first?
- A.The customers did not drink it at the same time
- B.Five people may not represent most customers
- C.The drink should be tested on employees first
- D.Ratings cannot be collected from coffee drinkers
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Answer: B. Five people may not represent most customers
A sample of 5 is too small to show what most customers think, and chance could easily explain the result. Testing on employees is tempting, but employees are even less like typical customers.
7.A line graph shows the temperature of a cup of tea left on a counter. The line drops steeply for the first 10 minutes, then drops more and more slowly, and finally levels off at 22°C. What does the flat part of the line most likely show?
- A.The tea has started to warm back up again
- B.The thermometer stopped working after the first 10 minutes
- C.The tea has cooled to the temperature of the room
- D.The tea has frozen solid on the counter
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Answer: C. The tea has cooled to the temperature of the room
Tea cools until it matches its surroundings, and then its temperature stops changing, so the line levels off at room temperature. A broken thermometer is not supported, since the graph shows a smooth slowing, the normal pattern for cooling.
8.A driving manual gives typical stopping distances on dry pavement. 30 km/h: 14 m 50 km/h: 32 m 70 km/h: 58 m Which statement best describes the pattern?
- A.Stopping distance was not related to speed at all
- B.Stopping distance went down as speed went up
- C.Each speed increase added more distance than the last
- D.Stopping distance rose by the same amount each step
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Answer: C. Each speed increase added more distance than the last
Going from 30 to 50 km/h added 18 m, and going from 50 to 70 km/h added 26 m, so each step added more. The same-amount choice is tempting, but 18 m and 26 m are not equal.
9.A student drops a tennis ball, a rubber ball and a golf ball, each from a height of 1 m onto the same tile floor, and measures how high each one bounces. Which is a controlled variable in this experiment?
- A.The type of ball being dropped
- B.How high each ball bounces back
- C.The material each ball is made of
- D.The height the balls are dropped from
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Answer: D. The height the balls are dropped from
Every ball is dropped from 1 m, so drop height is held constant. The type of ball is what the student changes on purpose, so it is the independent variable.
10.Two students time one swing of the same pendulum. Student A: one trial, 2.0 seconds Student B: ten trials, average 1.8 seconds, all between 1.7 and 1.9 seconds Whose result is more reliable, and why?
- A.Student B’s, because many close trials reduce random error
- B.Student B’s, because a smaller time is always more exact
- C.Student A’s, because one careful trial has no error
- D.Neither, because the two answers do not match exactly
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Answer: A. Student B’s, because many close trials reduce random error
Repeating a measurement and averaging lowers the effect of random timing errors, and B’s trials agree closely. A single trial can still contain error, however careful the student is.
11.A lab reports that a new material makes solar panels 30% more efficient. Five other labs follow the same steps exactly, but none of them gets the same result. What should scientists conclude?
- A.No material can make solar panels more efficient
- B.The first result is proven because it came first
- C.The other five labs must have used broken tools
- D.The claim is not reliable unless others can repeat it
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Answer: D. The claim is not reliable unless others can repeat it
Results become trusted when other scientists can repeat them, and five failures cast doubt on the claim. Blaming all five labs is tempting, but that is far less likely than an error or a chance result in the one original study.
12.A gardener tests two fertilizers on 10 tomato plants each. Fertilizer A: average 31 cm, plants ranged from 25 to 37 cm Fertilizer B: average 32 cm, plants ranged from 26 to 38 cm Which conclusion is best supported?
- A.The two fertilizers produced about the same growth
- B.Fertilizer A is better because it costs less
- C.Fertilizer A kept some plants from growing
- D.Fertilizer B clearly grows taller tomato plants than A
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Answer: A. The two fertilizers produced about the same growth
The averages differ by only 1 cm, and the ranges overlap almost completely, so the difference could easily be chance. Saying B is clearly better reads too much into a tiny gap.
13.In the early 1900s, many scientists pictured the atom as a ball of positive charge with electrons spread through it. Then an experiment fired tiny positive particles at thin gold foil. Most passed straight through, but a few bounced almost straight back. How did scientists respond to this result?
- A.They decided atoms do not exist inside solid metals
- B.They concluded that gold atoms are made only of electrons
- C.They kept the old model and ignored the bounced particles
- D.They revised the model to include a small, dense nucleus
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Answer: D. They revised the model to include a small, dense nucleus
Particles bouncing back meant they hit something small, dense and positive, so the model was changed to include a nucleus. Ignoring results that do not fit the model is the opposite of how science works.
14.A city uses a computer model to plan for flooding. The model predicts how high a river will rise for different amounts of rain. 2 inches of rain: river rises 3 ft 4 inches: rises 7 ft 6 inches: rises 12 ft Last spring, 4 inches of rain fell and the river rose 7.5 ft. What does last spring’s result suggest about the model?
- A.The model matched the real result fairly closely
- B.The model can predict only very small storms
- C.The model shows rain does not affect the river
- D.The model failed completely and should be thrown out
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Answer: A. The model matched the real result fairly closely
The model predicted 7 ft and the river rose 7.5 ft, which is close, so the model seems useful. Throwing it out over a half-foot gap goes too far, since no model matches reality exactly.
15.A bar graph shows the share of adults in a town who got a flu shot each year. 2019: 42% 2020: 51% 2021: 55% 2022: 49% 2023: 47% Which description of the graph is accurate?
- A.The share peaked in 2021 and then declined
- B.The share was highest in 2020 and fell after
- C.The share rose every year from 2019 to 2023
- D.The share fell every year after 2019
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Answer: A. The share peaked in 2021 and then declined
The bars climb to 55% in 2021 and then drop to 49% and 47%. 2020 is tempting because of the big jump that year, but 2021 is higher.
16.A water utility tests a new leak-detection program. Water lost to leaks before the program: 800,000 gallons per month Water lost to leaks after the program: 600,000 gallons per month By what percent did leak losses drop?
- A.33%
- B.25%
- C.75%
- D.20%
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Answer: B. 25%
The drop is 200,000 gallons, and 200,000 ÷ 800,000 = 0.25, or 25%. Choosing 33% divides by the new amount, 600,000, instead of the starting amount.
17.A soil scientist measures how much rainwater soaks into four test plots in one hour. Plot 1: 18 mm Plot 2: 22 mm Plot 3: 29 mm Plot 4: 15 mm What is the mean amount absorbed?
- A.84 mm
- B.21 mm
- C.20 mm
- D.14 mm
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Answer: B. 21 mm
Add the four values, 18 + 22 + 29 + 15 = 84, then divide by 4 to get 21 mm. 20 mm is the median, the middle of the sorted values, not the mean.
18.A nurse researcher studies whether the color of a hospital room affects how well patients sleep. Patients are placed in blue, white or yellow rooms, and a sleep tracker records hours of sleep each night. What is the independent variable?
- A.The color of the patients’ rooms
- B.The sleep tracker used by patients
- C.The hours of sleep each night
- D.The number of nights in the study
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Answer: A. The color of the patients’ rooms
The researcher chooses the room color, so it is the independent variable. Hours of sleep is what gets measured in response, making it the dependent variable.
19.A warehouse manager notices more moths near the loading dock on nights when the bright dock lights are left on. Which is the best hypothesis for the manager to test?
- A.Moths are harmful insects that should be removed
- B.Moths are more common in summer than in winter
- C.If the dock lights are on, then more moths will gather
- D.If moths gather, then the dock lights will burn out sooner
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Answer: C. If the dock lights are on, then more moths will gather
This hypothesis links the factor the manager can change, the lights, to the result that can be counted, the number of moths. The last choice reverses cause and effect, treating moths as the cause instead of the result.
20.A park ranger writes four notes about a pond. Which note is an observation rather than an inference?
- A.The ducks left because the pond water is polluted
- B.The fish must be hiding from a predator
- C.The pond is probably drying up from the heat
- D.The water level is 30 cm lower than last week
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Answer: D. The water level is 30 cm lower than last week
An observation records what was directly measured or seen, such as a water level. The other notes are inferences, explanations the ranger draws from observations, which may or may not be correct.
21.A news report finds that cities with more fire stations also report more fires each year. Which explanation is most reasonable?
- A.Fires cause cities to tear down fire stations
- B.Larger cities have both more fires and stations
- C.The report proves that fewer stations prevent fires
- D.Fire stations cause more fires to start
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Answer: B. Larger cities have both more fires and stations
A third factor, city size, can raise both the number of fires and the number of stations, so the link does not show that one causes the other. Claiming stations cause fires mistakes a correlation for cause and effect.
22.Four groups test whether a new bandage helps cuts heal faster. Which study design will give the most reliable results?
- A.One nurse tries the bandage on her own cut
- B.Two hundred patients are randomly given either bandage
- C.Twenty patients choose the bandage they prefer
- D.Ten volunteers who already like the brand try it
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Answer: B. Two hundred patients are randomly given either bandage
A large group assigned at random reduces the effect of chance and personal bias, so it gives the most reliable result. Volunteers who already like the brand may not be typical, so that group is biased.
23.A city wants to know how many hours of exercise its adults get each week. A researcher surveys 300 people as they leave a large gym. What is the main problem with this sample?
- A.Gym members likely exercise more than others
- B.The researcher asked only adults, not children
- C.The sample of 300 people is far too large
- D.The survey asks about only one kind of habit
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Answer: A. Gym members likely exercise more than others
People leaving a gym are more active than typical adults, so the sample is biased and would overstate the city’s exercise. Surveying only adults matches the question, which is about adults.
24.A company gives a new energy drink to 50 workers and reports that 40 of them felt more alert during the afternoon. No other group was studied. Which change would most improve this study?
- A.Report the results as a percent instead of a count
- B.Ask workers to say how much they liked the taste
- C.Give the drink to the same 50 workers again
- D.Add a similar group that gets a look-alike drink
Show answer
Answer: D. Add a similar group that gets a look-alike drink
A control group that gets a look-alike drink with no active ingredient shows whether workers would feel more alert anyway. Repeating with the same group still gives nothing to compare against.
More practice sets
Scientific Practices has 2 practice sets. None of these questions appear in the full practice tests.
- Set 1: 24 questions
- Set 2: 24 questions (this page)