The time, t in seconds that it takes a car to travel a quarter-mile when starting from a full stop can be estimated by using the formula:

(see image)

Where w = weight of the car

p = power delivered by the engine in horsepower (hp)

If the quarter-mile time for a 3,590-pound car is 13.4 s, how much power does its engine deliver? Round to the nearest pound.

Assignment:

Natasha and Daniel worked out this problem. Natasha’s answer was 295 hp and Daniel’s was 679 hp.

1. Who was right?
2. How did you determine who was right? Show each step of how each of them solved the problem.
3. Set up your Fantasy Race. Research two different cars/trucks. What is the average hp and weight of each? Based on the formula, how fast can each reach a quarter-mile? Show all the work for each.

The time t in seconds that it takes a car to travel a quartermile when starting from a full stop can be estimated by using the formula see image Where w weight class=

Respuesta :

The computation of the power shows that Natasha was right as the value gotten is 295hp.

How to calculate power?

From the information given, t is given as 5.825 to the cube root of w/p.

In this case, the value of p will be:

p = w/t³(5.823)³

p = 3590(5.823)³ / (13.4)³

p = 708828.13/2406.104

p = 295hp

In conclusion, Natasha was correct.

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