Unformatted text preview: you can calculate the integral by hand since you should know how to integrate each of the terms of the
decomposition. Alternately, you could use Maple to integrate the partial fraction decomposition (in the manner similar to
Question 1).
Use Maple to ﬁnd a partial fraction decomposition for each of the following questions and then evaluate
(by hand) the integral of each partial fraction to determine the integral of the rational function. Submit
both your hand written answers and a printout of your work in Maple with this assignment.
Question 2(a): 4x3 −27x2 +5x−32
30x5 −13x4 +50x3 −286x2 −299x−70 Question 2(b): 4.09x+1.24
2.97x2 +0.37x−4.15 dx dx ii B.A. Forrest Calculus II Maple Assignment Question 3: Arc Length
Objective: Use Maple to determine the lengths of curves.
Given a curve whose graph is the diﬀerentiable function y = f (x) from x = a to x = b, then its length is given by:
b L= 1+(
a dy 2
) dx
dx The diﬃculty in ﬁnding lengths of curves is due to the squar...
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This note was uploaded on 05/23/2010 for the course MATH 138 taught by Professor Anoymous during the Fall '07 term at Waterloo.
 Fall '07
 Anoymous
 Antiderivatives, Derivative, Integrals

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