A car travels along a straight road at a constant speed of 20 meters per second. The car's brakes can decelerate it at a rate of 5 meters per second squared. If the car's driver sees an obstacle and applies the brakes, how far will the car travel before coming to a complete stop?

a car traveling east (uphill) on University Avenue and
slamming on the brakes would accelerate west at 8 meters per secondsquared, and a car traveling west would accelerate east at 5.9meters per second squared. Find the stopping distance for eachdirection if the speed just at the brakes are applied is 20 m/s(about 45 miles per hour).

A car on a straight road starts from rest and accelerates 1.0 meters per second squared for 10 seconds. Then the car continues to travel at a constant speed for an additional 20 seconds.

A) Determine the speed of the car at the end of the first 10 seconds in meters per second.

B) On a grid, construct a graph of the car's speed as a function of time for the entire 30-second interval.

C) Calculate the distance the car travels in the first 10 seconds.

A car is traveling at 15m/s. How far will the car travel beforecoming to a complete stop, being the car decelerates at a rate of5m/s^2?

I know that it will take the car 3 seconds to come to a completestop, but I do not know what equation to implement in order toconfigure the distance the car will travel in meters.