MATH 2B Study Guide - Midterm Guide: Antiderivative
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MATH 2B Full Course Notes
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Cross out incorrect scratch-work: no calculators or other forms of assistance are allowed. 4 ]: a particle moves along a line so that its velocity at time t is v(t) = |2 t|. Find the displacement of the particle during the time period 0 t 3: (20 points, complete the blanks in the following statement of the fundamental theorem of calculus. R b a f (x) dx = a f (t) dt, then g (x) = , where f is any antiderivative of f . and: use the fundamental theorem of calculus to evaluate the following. d dy z y. 2 sin(t) t2 + 3 dt i. ii. d dx z x4 x. T dt: answer each of the following questions. No work or explanation is needed: if f (t) is measured in dollars per year and t in years, what are the units of r 10.