\

\\\\int (-3x-103)/(x^(2)+8x-33)dx

\ Determine the numerical values of the coefficients

A

and

B

so that,for suitable constants

x_(1)

and

x_(2)

,\

(-3x-103)/(x^(2)+8x-33)=(A)/(x-x_(1))+(B)/(x-x_(2)).

\ (You are not required to enter

x_(1)

or

x_(2)

, or to solve the integral.)\ For marking, enter the smaller coefficient first and the larger coefficient second, as prompted below.\ Answers:\

min{A,B}=\ max{A,B}=

( x2+8x333x103dx Determine the numerical values of the coefficients A and B so that, for suitable constants x1 and x2, x2+8x333x103=xx1A+xx2B. (You are not required to enter x1 or x2, or to solve the integral.) For marking, enter the smaller coefficient first and the larger coefficient second, as prompted below. Answers: min{A,B}=max{A,B}=