A particle moves along a line with velocity

MATHEMATICS · Subjective · AP · Calculus AB · Applications of Integration · Applications of Integration

Problem

A particle moves along a line with velocity v(t)=6t2−5t+2v(t)=6t^2-5t+2, where tt is measured in seconds and vv in meters per second. If the particle is at position s=4 ms=4\text{ m} when t=1 st=1\text{ s}, determine the constant of integration CC that appears in the expression for the position function s(t)s(t).

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