Unformatted text preview: x5 = 0 to the variable Eqn . (c) Use solve to solve Eqn for x . 3. Use Maple to ﬁnd the value of each of the following. (a) The indeﬁnite integral Z sin x cos 2 x dx (b) The exact value of the deﬁnite integral Z 3 1 sin x cos 2 x dx (c) The decimal approximation of (b) to 10 digits. (d) d dx ( xe x sin x ) 4. Deﬁne f ( x ) as the function: f ( x ) = sin x ( e x + x 2 + x + 1) Use each of the three methods described in the lecture ( arrow , unapply and proc ) to deﬁne the function in Maple and ﬁnd f (0) and f (1) correct to 10 decimal places in each case. (After each case, execute the command restart; before doing the next case)...
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This note was uploaded on 04/19/2011 for the course MATH 21126 taught by Professor Johnson during the Spring '11 term at Carnegie Mellon.
 Spring '11
 Johnson
 Math

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