MATH 72 CH.5 PRACTICE TEST

MATH 72 CH.5 PRACTICE TEST - San Jos City College...

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San José City College Mathematics 72 Practice Test 1 (Chapter 5) 1. If , find . 4 3 2 0 () s i n x t gx e t d t = 2. Find the value (in exact form) of the following definite integral : 1 1 2 0 1 2 z x dx . 3. Find the midpoint and trapezoidal rule approximations, rounded to five decimal places, for 3 4 2 3 9 + z cos( ) x dx using 36 subintervals. Find Simpson’s Rule approximation for this definite integral, using 72 subintervals (that is, find ) and rounded to five decimal places. 72 S
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4. Express (5 9 / ) 2 9 1 lim 3 ln((5 9 / ) ) n in n n i + →∞ = ⎧⎫ + ⎨⎬ ⎩⎭ as a definite integral. 5. Express 54 22 4 sin ( ) x xd x π as the limit of a sum. 6.
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This note was uploaded on 11/13/2011 for the course MATH 72 taught by Professor Quach during the Spring '09 term at San Jose City College.

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MATH 72 CH.5 PRACTICE TEST - San Jos City College...

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