Imagine using partial fractions to simplify this integral: ∫ x 2
+2x−8
2x−22
​
dx Determine the numerical values of the coefficients A and B, where A≤B and, for suitable constants x 1
​
and x 2
​
. x 2
+2x−8
2x−22
​
= x−x 1
​
A
​
+ x−x 2
​
B
​
. (You are not roquired to enter x 1
​
of x 2
​
, or to solve the integral.) Answers: A=
B=
​