*Problem 4: т A car is moving with an initial velocity vo = 26 £– at an initial position of 7, =-10 £ m. The driver sees a stop m sign 50 m ahead. The car has a maximum braking acceleration of ả = -5£ . a) Find the time required for the car to stop. (A: 5.2(s)) b) Find the final position of the car. Did the car stop before the stop sign? (A: 57.4(m))

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Chapter1: Units, Trigonometry. And Vectors
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*Problem 4:
m
A car is moving with an initial velocity v, = 26 x at an initial position of = -10 £ m. The driver sees a stop
S
т
sign 50 m ahead. The car has a maximum braking acceleration of å =
-52 ".
a) Find the time required for the car to stop. (A: 5.2(s))
b) Find the final position of the car. Did the car stop before the stop sign? (A: 57.4(m))
c) Plot the acceleration vs time
d) Plot the velocity vs time
e) Plot the position vs time
f) Be sure to indicate how the slopes of the graphs correspond to other values
Transcribed Image Text:*Problem 4: m A car is moving with an initial velocity v, = 26 x at an initial position of = -10 £ m. The driver sees a stop S т sign 50 m ahead. The car has a maximum braking acceleration of å = -52 ". a) Find the time required for the car to stop. (A: 5.2(s)) b) Find the final position of the car. Did the car stop before the stop sign? (A: 57.4(m)) c) Plot the acceleration vs time d) Plot the velocity vs time e) Plot the position vs time f) Be sure to indicate how the slopes of the graphs correspond to other values
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