At time t = 0 a car moves into the passing lane to pass aslow-moving truck. The average

Chapter 2, Problem 5

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At time $t=0$ a car moves into the passing lane to pass a slow-moving truck. The average velocity of the car from $t=1$ to $t=1+h$ is

$\nu_{\alpha v e}=\frac{3(h+1)^{2.5}+580 h-3}{10 h}$

Estimate the instantaneous velocity of the car at $t=1$, where time is in seconds and distance is in feet.

Equation Transcription:

$t=0$

$t=1$

$t=1+h$

${v}_{ave}=\frac{3(h\ +\ 1\ {)}^{2.5}+\ 580h-3}{10h}$

$t=1$

Text Transcription:

t=0

t=1

t=1+h

v_ave=3(h + 1 )^2.5+ 580h-3/10h

t=1

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