Sita is driving along a staight highway in her car. At time t=0

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Sita is driving along a staight highway in her car. At time t = 0, when Sita is moving at 10 ms^-1 in the positive x-direction, she passes a signpost at x = 50 m. Here acceleration is a function of time: a = 2.0 ms^-2 – (1/10 ms^-3)t a. Derive expressions for her velocity and position as functions of time. b. At what time is her velocity greatest? c. What is the maximum velocity? d. Where is the car when it reaches the maximum velocity?
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Aug
Sita is driving along a staight highway in her car. At time t = 0, when Sita is moving at 10 ms^-1 in the positive x-direction, she passes a signpost at x = 50 m. Here acceleration is a function of time: a = 2.0 ms^-2 – (1/10 ms^-3)t a. Derive expressions for her velocity [...]
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Tags: At t=0 , Calculate the area enclosed under the curve f(x)=x^2 between the limits x=2 and x=3 (figure) , Sita is driving along a staight highway in her car. At time t=0 , when Sita is moving at 10ms^-1 in the positive x-direction ,