The integral is .
Solve the integral using partial fractions.
\Cancel common terms.
\Find the values of and
values by equating coefficients.
Equate coefficients.
.
Equate coefficients.
.
Equate constant terms.
\.
Substitute in
.
.
Substitute ,
and
in
.
.
Apply sum and difference formula: .
Apply formula:.
Apply formula: .
The value of the integral is .
Graph:
\Consider the function on the interval
.
Graph the function .
Observe the graph:
\.
The value of integral is .