SOLUTION: Here is my given rational expression to work and can't cancel terms m^(2)+2m-15�3m^(2)-m and m^(2)-6m+9�m^(2)+2m

Question 606891: Here is my given rational expression to work and can't cancel terms
m^(2)+2m-15�3m^(2)-m and m^(2)-6m+9�m^(2)+2m

Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
Here is my given rational expression to work and can't cancel terms
(m^(2)+2m-15) � (3m^(2)-m)
Factor:
[(m+5)(m-3)] / [m(3m-1)]
------------------------------
(m^(2)-6m+9) � (m^(2)+2m)
Factor:
(m-3)^2 / (m(m+2))
======================
Cheers,
Stan H.

RELATED QUESTIONS
6m^2-9-m/2m^3 (answered by perfectdose)

i need help on solving for "m" in this rational expression m over m-2 -3m over m-4... (answered by ankor@dixie-net.com)

m^2-16 8-2m __________ divide by ________ m^2-6m+9 (answered by rapaljer)

What is the domain for this rational expression?... (answered by josgarithmetic,MathLover1)

Rational expressions 2m+3 divided by... (answered by Fombitz)

Here is the problem. Directions are to solve and check. 3m-(m+1)=6m+1 My work: 1st. (answered by rapaljer)

how do I solve this rational expression? m^2+2m-24 _________ m^2-3m (answered by rothauserc)

Multiply: m^2-25 / m^2-4 and m^2+2m / m^2+2m-15 (Show Your... (answered by mananth)

M^2+2M=3 (answered by zoomkaboom4)