ASU MAT 265 - mat265_masteryexamreview_2012_1 (10 pages)

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mat265_masteryexamreview_2012_1



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mat265_masteryexamreview_2012_1

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Pages:
10
School:
Arizona State University
Course:
Mat 265 - Calculus for Engineers I
Calculus for Engineers I Documents

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MAT 265 Review Problems for Mastery Exam dy Find the derivatives of each of the dx following functions 3 1 y 5x 2 5 x x 2 14 y ln cos x 15 y cos 16 y ln 3x csc 6 x 17 y x ln x x 18 y e lnx 3x 7 19 y mx b m and b constant 20 y 21 y arccos x 22 y 23 y arctan e 24 ex e x y 2 25 y sec x e x y 3 x y x2 2x 2 x x 1 3 y 4 cos x y 1 sin x 5 y 17x 5x 2 2 2x y e 7 y ln ln x e x 8 5 x y 10 2 50 6 9 13 2 1 x2 2 y arcsin x 12 sin 3x 2 tan x x2 1 3 2 3 e x 3 x y cot x 2 10 y x 1 arctan x 11 1 y ln 1 x 26 27 28 29 y 2 e e x x y ax tan bx y ex x 31 y A sin Bx C D A B C and D constant 34 35 y cot y 6x x 3 2 1 ln x 2 x 2 41 y 1 1 cos x sin x 2 3 42 y 2 3 ln x 43 y tan 3 e 44 y sin2 x cos 2 x x 45 y sin 2x cos 2x 46 y sin x x2 47 y tan sin x 48 2y x sin y 49 y sin 3x 2x 1 50 1 y x 2 tan x 51 y 4x 3 2 x x x 1 7x5 1 9 y 3cos 5x 3sin x 2 4 y 3x x 3 x 36 y 5 3x 37 y tan 6 x 38 y 2 2xy 2y x 33 40 a and b constant 30 32 y 2x 1 1 e x f x 1 x2 39 1 2 7 3 2 y cot 1 5x 4 x 52 3 x y x 3 e 2 2x 2x 5 53 y 54 1 cos x y sin x 55 y 3x x 3x 10 x y sin 66 y sec e x ln x 67 y x x ln x 68 y ln e x 4x 6 69 y cx d c and d constant 70 y 71 y sec 1 x 4 2 2 2 65 2 2 tan x 4 x2 56 y e 57 y ln ln x e 58 y 1 3x 72 4 4 y x 3 59 y cos x 73 y arctan ln x 60 y 1 x 2 cos 1 x 74 y 61 2 y ln 2 3 x 75 y cot 3x e x 62 y 76 y 63 y arccos x 77 y bx tan c x b and c constant 64 y ln sec x 78 y cos 2x sinx



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