nissan4l0 Messages 11 Reaction score 0 Thread starter Jun 13, 2009 #1 Homework Statement Solve the indefinite integral Homework Equations [tex]\int\frac{dy}{y(1-y)}[/tex] How do I best approach this problem? I have been stuck for hours!
Homework Statement Solve the indefinite integral Homework Equations [tex]\int\frac{dy}{y(1-y)}[/tex] How do I best approach this problem? I have been stuck for hours!
Cyosis Homework Helper Messages 1,495 Reaction score 5 Jun 13, 2009 #2 Use partial fractions. That is write 1/(y(1-y)) as: [tex] \frac{a}{y}+\frac{b}{1-y}[/tex] and determine the constants a and b.
Use partial fractions. That is write 1/(y(1-y)) as: [tex] \frac{a}{y}+\frac{b}{1-y}[/tex] and determine the constants a and b.
nissan4l0 Messages 11 Reaction score 0 Jun 13, 2009 #3 Ok, thank you! I am taking a differential equations class but I have forgotten about the method of partial fractions. I will relearn it, and I will post my solution shortly.
Ok, thank you! I am taking a differential equations class but I have forgotten about the method of partial fractions. I will relearn it, and I will post my solution shortly.