FM5002-HW6-3.7.12

Compute 3 x2 8x x3 2 8x so that 3 8 3 8x 32 x3 2 4 8

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Unformatted text preview: en x 1, 3 8x 3 x2 8 x 2 3 1 0044 6. Compute 3 4x x2 7 2 x. 8x 3 8 x2 2 x3 32 2Π 7 3 8 2Π 1 , from 0044 4. 2 FM5002−HW6−3.7.12.nb 3 4x 7 ln 7 3 0 when x so that 3 4x 4 , x2 7 x 2 3 ln 7 3 x2 4x 7 x3 2 8 ln 7 3 2Π 4 4 x2 x an d x5 2 x2 x4 x5 2 3 1 ln 7 3 2Π 4 x2 x7 2 Π and x6 0044 7. Compute 7 4 x. 2 x2 x 0, by results from class e ven and odd powers, respectively . 2 0044− . 8 3 x3 a. Compute 2 x. 2 x2 x4 b. Compute x2 2 x2 x. 2 9 x2 c. Compute 2 x7 4 x3 d . Compute 7 x2 4x 6 2 x 3 x3 3 x3 a. 2 b. x2 x2 2 x2 2 x2 x4 c. d. 2 x7...
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This note was uploaded on 01/19/2014 for the course MATH 5002 taught by Professor Adams during the Spring '08 term at Minnesota.

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