1. Short answer. If v(t) is the velocity of a particle in rectilinear motion, measured in cm/h, what does the integral tv(t)dt represent, and what are its units?

Trigonometry (MindTap Course List)
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Hn3.

INTEGRATING A RATE OF CHANGE Integrating a rate of change of F(x) with respect to a
over an interval [a, b] produces the change in the value of F(x) that occurs as a increases from a to b.
1. Short answer.
If v(t) is the velocity of a particle in rectilinear motion, measured in cm/h, what does
the integral ft v(t)dt represent, and what are its units?
Transcribed Image Text:INTEGRATING A RATE OF CHANGE Integrating a rate of change of F(x) with respect to a over an interval [a, b] produces the change in the value of F(x) that occurs as a increases from a to b. 1. Short answer. If v(t) is the velocity of a particle in rectilinear motion, measured in cm/h, what does the integral ft v(t)dt represent, and what are its units?
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