Solve Uniform Motion and Work Applications Problems Quiz
The question sheet
Reveal any answer as you study-
Under which section heading do problems about tailwinds and driving speeds appear?
- Solve Work Applications
- Solve Uniform Motion Applications
- Solve Quadratic Equations
- Solve Radical Equations
Reveal answer
Answer: Solve Uniform Motion Applications
Source evidence
PDF page 1036: Solve Uniform Motion Applications In the following exercises, solve.
PDF page 1036: drive home from visiting her can fly 490 miles with a tailwind of mph faster than Luke can ride his
-
In Lisa's problem, how far did she drive while the weather was good?
- 81 miles
- 176 miles
- 350 miles
- 490 miles
Reveal answer
Answer: 176 miles
Source evidence
PDF page 1036: She was able to drive 176 miles fly 350 miles against a tailwind of than John to ride 48 miles. How fast
PDF page 1036: then driving 10 mph slower, went plane? 81 miles in the bad weather. How fast did she drive when the weather was bad?
-
After the weather turned bad, how many miles did Lisa drive?
- 81 miles
- 176 miles
- 490 miles
- 350 miles
Reveal answer
Answer: 81 miles
Source evidence
PDF page 1036: then driving 10 mph slower, went plane? 81 miles in the bad weather. How fast did she drive when the weather was bad?
-
In the bad weather, how much slower did Lisa drive?
- 8 mph slower
- 10 mph slower
- 5 mph slower
- 20 mph slower
Reveal answer
Answer: 10 mph slower
Source evidence
PDF page 1036: then driving 10 mph slower, went plane? 81 miles in the bad weather. How fast did she drive when the weather was bad?
-
In the plane problem, how far can the plane fly with a tailwind?
- 176 miles
- 490 miles
- 350 miles
- 81 miles
Reveal answer
Answer: 490 miles
Source evidence
PDF page 1036: drive home from visiting her can fly 490 miles with a tailwind of mph faster than Luke can ride his
-
How far can the plane fly against a tailwind of 20 mph?
- 176 miles
- 350 miles
- 490 miles
- 81 miles
Reveal answer
Answer: 350 miles
Source evidence
PDF page 1036: She was able to drive 176 miles fly 350 miles against a tailwind of than John to ride 48 miles. How fast
PDF page 1036: while the weather was good, but 20 mph. What is the speed of the can John ride his bike?
-
What is the speed of the tailwind in the plane problem?
- 10 mph
- 20 mph
- 8 mph
- 5 mph
Reveal answer
Answer: 20 mph
Source evidence
PDF page 1036: She was able to drive 176 miles fly 350 miles against a tailwind of than John to ride 48 miles. How fast
-
How much longer does it take Luke than John to ride 48 miles?
- 3 hours longer
- 4 hours longer
- 1 hour longer
- 2 hours longer
Reveal answer
Answer: 3 hours longer
Source evidence
PDF page 1036: parents, Lisa ran into bad weather. 20 mph in the same time that it can bike. It takes Luke 3 hours longer
PDF page 1036: She was able to drive 176 miles fly 350 miles against a tailwind of than John to ride 48 miles. How fast
-
How far do Luke and John each ride in the bike problem?
- 81 miles
- 48 miles
- 32 miles
- 20 miles
Reveal answer
Answer: 48 miles
Source evidence
PDF page 1036: She was able to drive 176 miles fly 350 miles against a tailwind of than John to ride 48 miles. How fast
PDF page 1036: while the weather was good, but 20 mph. What is the speed of the can John ride his bike?
-
In the triathlon, how many kilometers did the athlete run?
- 8 kilometers
- 3 kilometers
- 48 kilometers
- 32 kilometers
Reveal answer
Answer: 8 kilometers
Source evidence
PDF page 1036: triathlon. He ran 8 kilometers and biked 32 kilometers in a total of 3 hours. His running speed was 8 kilometers per hour less than his
-
What was the total time for the triathlon running and biking?
- 2 hours
- 3 hours
- 8 hours
- 4 hours
Reveal answer
Answer: 3 hours
Source evidence
PDF page 1036: triathlon. He ran 8 kilometers and biked 32 kilometers in a total of 3 hours. His running speed was 8 kilometers per hour less than his
-
How did the athlete's running speed compare to his biking speed?
- 8 km/h more
- 8 km/h less
- 3 km/h less
- 20 km/h less
Reveal answer
Answer: 8 km/h less
Source evidence
PDF page 1036: triathlon. He ran 8 kilometers and biked 32 kilometers in a total of 3 hours. His running speed was 8 kilometers per hour less than his
PDF page 1036: biking speed. What was his
Elementary Algebra 2e
Elementary Algebra 2e by OpenStax, used under CC BY 4.0. Changes made by Stratacademy.
Make your own — free
Turn any notes into a game in under a minute. Free to start.