Once you have a system of equations generated by the partial fraction decomposition, can you explain another method to solve it For example if you had we eventually simplify to 7x 13 A(3x 5) B(x 1) Explain how you could intelligently choose an x value that will eliminate either A or B and solve for A and B 7x 13 3x 8x 15 A x 1 B 3x 5'

Question: Once you have a system of equations generated by the partial fraction decomposition, can you explain another method to solve it? For example if you

Once you have a system of equations generated by the partial fraction decomposition, can you explain another method to solve it? For example if you had 7x+13 3x + 8x + 15 A x+1 + B 3x + we eventually simplify to 7x + 13 = A(3x + 5) + B(x+1). Explain how you could intelligently choose an x-value that will eliminate either A or B and solve for A and B.

7x+13 3x + 8x + 15 A x+1 + B 3x + 5'

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