Jeff Gordon and Dale Earnhardt are racing their stock cars to try to win the Daytona 500. Jeff makes a pit stop to gas up and change his tires. When he gets backon the track, he discovers that he is right next to Dale. Both are traveling at speeds of 150 mi/hr, but Dale is one full lap (2.5 miles) ahead."Jeff wants to catch Dale so he decides to try to accelerate slowly and uniformly (constant a) until he catches Dale-so that after Dale has done 10 laps, Jeff willhave done 11. (Jeff knows from studying physics that uniform acceleration will use less gas.) Give your answers to three significant figures.For those not familiar with NASCAR racing, in this race the cars travel around a 2.5 mi oval track 200 times. During the long time that this race takes, cars haveto make pit stops for service-gas, new tires, etc.GRID(a) How much time does he have to do it, assuming that Dale keeps a constant speed during those 10 laps?min(b) What distance will Jeff have to cover in that time?mi(c) Again, assuming that Dale keeps a constant speed, what does Jeff's average speed have to be in order to catch Dale after Dale has gone 10 laps?mi/hr(d) What would Jeff's speed be when he catches Dale?mi/hr(e) What was Jeff's average acceleration during the time Dale was going 10 laps?m/he/he Jeff Gordon and Dale Earnhardt are racing their stock cars to try to win the Daytona 500. Jeff makes a pit stop to gas up and change his tires. When he gets backon the track, he discovers that he is right next to Dale. Both are traveling at speeds of 150 mi/hr, but Dale is one full lap (2.5 miles) ahead."Jeff wants to catch Dale so he decides to try to accelerate slowly and uniformly (constant a) until he catches Dale-so that after Dale has done 10 laps, Jeff willhave done 11. (Jeff knows from studying physics that uniform acceleration will use less gas.) Give your answers to three significant figures.For those not familiar with NASCAR racing, in this race the cars travel around a 2.5 mi oval track 200 times. During the long time that this race takes, cars haveto make pit stops for service-gas, new tires, etc.(a) How much time does he have to do it, assuming that Dale keeps a constant speed during those laps?min(b) What distance will Jeff have to cover in that time?mi(c) Again, assuming that Dale keeps a constant speed, what does Jeffs average speed have to be in order to catch Dale after Dale has gone 10 laps?mi/hr(d) What would Jeff's speed be when he catches Dale?mi/he(e) What was Jeff's average acceleration during the time Dale was going 10 laps?

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Jeff Gordon and Dale Earnhardt are racing their stock cars to try to win the Daytona 500. Jeff makes a pit stop to gas up and change his tires. When he gets back on the track, he discovers that he is right next to Dale. Both are traveling at speeds of 150 mi/hr, but Dale is one full lap (2.5 miles) ahead." Jeff wants to catch Dale so he decides to try to accelerate slowly and uniformly (constant a) until he catches Dale-so that after Dale has done 10 laps, Jeff will have done 11. (Jeff knows from studying physics that uniform acceleration will use less gas.) Give your answers to three significant figures. For those not familiar with NASCAR racing, in this race the cars travel around a 2.5 mi oval track 200 times. During the long time that this race takes, cars have to make pit stops for service-gas, new tires, etc. CPO (a) How much time does he have to do it, assuming that Dale keeps a constant speed during those 10 laps? min (b) What distance will Jeff have to cover in that time? mi (c) Again, assuming that Dale keeps a constant speed, what does Jeff's average speed have to be in order to catch Dale after Dale has gone 10 laps? mi/hr

Jeff Gordon and Dale Earnhardt are racing their stock cars to try to win the Daytona 500. Jeff makes a pit stop to gas up and change his tires. When he gets back on the track, he discovers that he is right next to Dale. Both are traveling at speeds of 150 mi/hr, but Dale is one full lap (2.5 miles) ahead." Jeff wants to catch Dale so he decides to try to accelerate slowly and uniformly (constant a) until he catches Dale-so that after Dale has done 10 laps, Jeff will have done 11. (Jeff knows from studying physics that uniform acceleration will use less gas.) Give your answers to three significant figures. For those not familiar with NASCAR racing, in this race the cars travel around a 2.5 mi oval track 200 times. During the long time that this race takes, cars have to make pit stops for service-gas, new tires, etc. CPO (a) How much time does he have to do it, assuming that Dale keeps a constant speed during those 10 laps? min (b) What distance will Jeff have to cover in that time? mi (c) Again, assuming that Dale keeps a constant speed, what does Jeff's average speed have to be in order to catch Dale after Dale has gone 10 laps? mi/hr

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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Concept explainers

Distance and Speed

The speed, distance and time relation forms the basis of study of motion. You will need these concepts in the study of Mechanics. This concept is applicable for students who are studying the following courses –

Question

Jeff Gordon and Dale Earnhardt are racing their stock cars to try to win the Daytona 500. Jeff makes a pit stop to gas up and change his tires. When he gets back
on the track, he discovers that he is right next to Dale. Both are traveling at speeds of 150 mi/hr, but Dale is one full lap (2.5 miles) ahead."
Jeff wants to catch Dale so he decides to try to accelerate slowly and uniformly (constant a) until he catches Dale-so that after Dale has done 10 laps, Jeff will
have done 11. (Jeff knows from studying physics that uniform acceleration will use less gas.) Give your answers to three significant figures.
For those not familiar with NASCAR racing, in this race the cars travel around a 2.5 mi oval track 200 times. During the long time that this race takes, cars have
to make pit stops for service-gas, new tires, etc.
GRID
(a) How much time does he have to do it, assuming that Dale keeps a constant speed during those 10 laps?
min
(b) What distance will Jeff have to cover in that time?
mi
(c) Again, assuming that Dale keeps a constant speed, what does Jeff's average speed have to be in order to catch Dale after Dale has gone 10 laps?
mi/hr
(d) What would Jeff's speed be when he catches Dale?
mi/hr
(e) What was Jeff's average acceleration during the time Dale was going 10 laps?
m/he/he

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