SOLUTION: Add and simplify if possible.
9/(y-5) + 35/(y-5)^2 =
Algebra.Com
Question 286103: Add and simplify if possible.
9/(y-5) + 35/(y-5)^2 =
Answer by user_dude2008(1862) (Show Source): You can put this solution on YOUR website!
9/(y-5) + 35/(y-5)^2 = 9(y-5)/(y-5)^2 + 35/(y-5)^2 = [9(y-5) + 35]/(y-5)^2 = (9y-45+35)/(y-5)^2 = (9y-10)/(y-5)^2
RELATED QUESTIONS
Add and simplify, if possible
-2/y^2-9 + 4y/(y-3)^2 +... (answered by stanbon)
Add and simplify if possible... 8/y +... (answered by stanbon)
Add. Simplify if possible.
-2/y^2-9 + 4y/(y-3)^2 + 6/3-y
(answered by nyc_function)
Subtract and simplify if possible.
2-y / y-5 - 2y-3 / 5-y
Thank... (answered by stanbon)
5/12x^5y^2 + 5/18x^4y^5
add and simplify if... (answered by Fombitz)
add. simplify if possible 4/v +... (answered by jim_thompson5910)
add and simplify if possible.... (answered by mananth)
Subtract. Simplify if possible
20/y - 5 - 20/5 -... (answered by Fombitz)
add and simplify if possible... (answered by stanbon)