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denominator: (m-5)(m+5) 4/(m-5) --> make denominator (m-5)(m+5) ---> 4(m+5)/(m-5)(m+5) 3/(m+5) --> make denominator (m-5)(m+5)---> 3(m-5)/(m-5)(m+5) (4m+20-3m-15)/(m-5)(m+5) = m+5/(m-5)(m+5) = 1/(m-5)
ohh sorry i got the question wrong
No problem, I think I got the answer wrong!
suzi20 i have been looking at your solution, and I believe the last line should be: (4m+20+3m-15)/(m-5)(m+5) or (7m+5)/(m^2-25) since this is equal to 2/(m^2-25) we can multiply both sides by (m^2-25) and get: 7m+5=2 7m=-3 m=-3/7
I think that is better than the -33.
thats not one of the answers to choose from radar
im exhausted i give up
the question is to proof 4/m-5 - 3/m+5 = 2/m^2-25 or to get the value of m?
proof or value?
I give up too
was the answer m=-33?
Come on top dollar answer the questions
Were you supposed to solve for m?
radar im not sure but thats what im putting
Sorry I couldn't of been more help. It's late for me maybe tomorrow. I am writing the problem down.
ok thanks and good night i gotta study for my history exam
Good morning topdollar843. I'm gonna try again (lol) 4/(m-5) -3/(m+5) = 2/(m^2-25). Common denominator is (m^2-25) 4(m+5/(m^2-25) - 3(m-5)/(m^2-25)= 2/(m^2-25) 4m+20-3m+15/(m^2-25) = 2/(m^2-25) consolidating similar terms (m+35)/(m^2-25)=2/(m^2-25) multiplying both sides by (m^2-25) m+35=2 m=-33
I got this the first time but I was so sloppy in my work, I didn't trust it! I feel pretty good that m is -33