SOLUTION: I am not understanding how to add polynomials that are in fraction form.
(-2)/(y^2-9) + (4y)/(y-3)^2 + (6)/(3-y)
I have never used this before so I hope the way I entered it
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Question 269957: I am not understanding how to add polynomials that are in fraction form.
(-2)/(y^2-9) + (4y)/(y-3)^2 + (6)/(3-y)
I have never used this before so I hope the way I entered it makes sense. I really struggle with regular polynomials so this really throws me for a loop. Your help is appreciated. Thank you!
Answer by ankor@dixie-net.com(22740) (Show Source): You can put this solution on YOUR website!
polynomials that are in fraction form.
+ +
:
Do some factoring, then determine a common denominator
+ +
that -1 with change the sign on the last fraction
+ -
the common denominator: (y-3)(y-3)(y+3)
:
:
:
= = =
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