1. Dr. Graves is driving a car at a constant speed on the road. He is lost, so he parks his car on the side of the road for a few minutes to look up directions. Once he figures out where he needs to go, he continues driving at the same constant speed. Sketch position and velocity graphs that represent Dr. Graves's motion. position time velocity time

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Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
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Answer question 1 and explain how you got your answer.
- Limit
-find
position
problems.
of
deriv
-(₁)-√√√x - 4
(SA)
1. Dr. Graves is driving a car at a constant speed on the road. He is lost, so he parks his car
on the side of the road for a few minutes to look up directions. Once he figures out where
he needs to go, he continues driving at the same constant speed. Sketch position and
velocity graphs that represent Dr. Graves's motion.
time
5
x-xo)
- will be
this
no
Explanation:
2. Write the equation of the line tangent to f(x) = √5x - 4 when x=4. Answer in
slope-intercept form.
f (x) --√√20--4-= 4
m
inches.
velocity
find lim
wing rule
and der
time
Transcribed Image Text:- Limit -find position problems. of deriv -(₁)-√√√x - 4 (SA) 1. Dr. Graves is driving a car at a constant speed on the road. He is lost, so he parks his car on the side of the road for a few minutes to look up directions. Once he figures out where he needs to go, he continues driving at the same constant speed. Sketch position and velocity graphs that represent Dr. Graves's motion. time 5 x-xo) - will be this no Explanation: 2. Write the equation of the line tangent to f(x) = √5x - 4 when x=4. Answer in slope-intercept form. f (x) --√√20--4-= 4 m inches. velocity find lim wing rule and der time
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