MATH-170 Final: MATH 170 Boise State Final13Spring170shortFinalb

• School: Boise State University
• Department: Mathematics
• Course: MATH-170
• Professor: All

Document Summary

This portion of the test is short answer. Partial credit will be rare: (2 pts. ea. ) Find the derivative of each function in the table below. x is always the input variable; a and n are constants. Derivative a xn ln x sin x cos x ex: (2 pts. ea. ) Find an antiderivative of each function in the table below. x is always the input variable; a and n are constants. Function a xn, with n 6= 1 x 1 sin x cos x ex: (5 pts. ea. ) Assume that k and b are constants. (a) z e2t+4 dt d (b) dt (cid:16)ekt cos(bt)(cid:17) (c) z sin(kt + 2) dt: (5 pts. ea. ) A population grows as a function of time, p (t), as shown in the graph below. 2 (a) sketch the secant line that corresponds to. Make your best judgment, based on the graph of p . The graph of a function, f (x) is shown at right.