SOLUTION: Find a particular solution of the differential equation: ((x^2)-4x-5)*(y')=(6), y(2)=0 The integral of this function is: y=ln|x-5|-ln|x+1|+c ? I don't know what to do next. Thank

Algebra ->  College  -> Linear Algebra -> SOLUTION: Find a particular solution of the differential equation: ((x^2)-4x-5)*(y')=(6), y(2)=0 The integral of this function is: y=ln|x-5|-ln|x+1|+c ? I don't know what to do next. Thank      Log On


   

Question 1019049: Find a particular solution of the differential equation: ((x^2)-4x-5)*(y')=(6), y(2)=0
The integral of this function is: y=ln|x-5|-ln|x+1|+c ? I don't know what to do next. Thank you!
Answer by Fombitz(32388) About Me  (Show Source):
You can put this solution on YOUR website!
Solve for c using the initial condition.
0=ln%28abs%282-5%29%29-ln%28abs%282%2B1%29%29%2Bc