APPM 1345 Midterm: appm1345spring2018exam2
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Spring 2018: [20 pts] evaluate the following integrals. (a) z (t 1)2. 4(cid:12)(cid:12)(cid:12) dx: [12 pts] water is owing into a tub at a rate of 3t + minutes if it started out containing 1 gallon, the following problems are unrelated. (c) z /4. 0 sec2 (1 + 26 tan )4/3 d (d) z x (2x + 1)3 dx. How much water is in the tub after 2 (a) [12 pts] consider the function g(x) = z cos x. (cid:18) 4 t2 + 2 2(cid:19)dt where < x < . 0 p1 + sin2 x dx using the midpoint rule and four (4) subintervals/rectangles. (d) [12 pts] the velocity of an object as a function of time is given by v(t) = If not, explain why not: [10 pts] in your bluebook, write true if the statement is true and write false is the statement is false.
