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Velocity as a Function of Position Under Constant Acceleration

Name: Velocity as a Function of Position Under Constant Acceleration
Uploaded: 2026-07-18T13:12:50.267Z
Duration: 2 min 45 s
Description: A particle travels along a straight line with constant acceleration. Given: when $s = 4$ ft, $v = 3$ ft/s; when $s = 10$ ft, $v = 8$ ft/s. Find $v$ as a function of $s$.

Calculus · Calculus — University

Course: Calculus Book: Calculus — University

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Problem and lesson overview

A particle travels along a straight line with constant acceleration. Given: when

s = 4

ft,

v = 3

ft/s; when

s = 10

ft,

v = 8

ft/s. Find

v

as a function of

s

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Velocity as a Function of Position Under Constant Acceleration

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Problem and lesson overview

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