how would i solve this? will someone help me?
817095
Multiply the first equation by -3 and the second equation by 2\n-9m - 12n = 39\n10m + 12n = -38\nAdd them\nm = 1\nNow replace m with 1 in either of the original equations to find n.\n3m+4n=-13\n3(1) + 4n = -13\n3 + 4n = -13\n4n = -16\nn = -4\nAnswer: m = 1 and n = -4 or (1,-4)
624146
check brilliant tutorials homepage...they have posted the solutions...by the way was there a set A  as well?? anyways good luck!
238150
Not that I know of, but there are help sites that will show you how to solve a type of problem. Or you could ask here. I'll help.
1139215
Sorry, cant help you here. Maybe next time.
522868
Take it to someone who knows what they are doing. \n\nWe've answered this question about 8 times for you. \n\nBring it to me, and I'll fix it for you - only if you quit posting the same question.
380004
I don't understand.  Can you explain the problem a little better?
101802
I don't think there is a unique solution for it. You have more unknown variables than the equations.
263495
email me for solution
270560
This gotta solve ur problem...\nVisit the site below
817368
I suggest solving it yourself!  A website won't help you at exam time!
423306
None.\n\n1,186\n2,93\n3,62\n6,31\n\nPost the original problem. Maybe you've done something wrong.
227728
Very simple. start out asking yourself what information do i know about the problem. Anything from masses and forces to symmetries of the problem. Next Ask yourself what additional information you need to solve the problem, values, formulas, etc. from there it should all fall out with ease.
544249
Im sure i can help you if i SEE the question email it to me monkeybars1234@yahoo.com Ill see what i can do
694063
Is anyone has a? Does anyone could help?
712488
The are different answers \n267835149\n267953148\n678413259\n\nI made a program to resolve it!\n\nGood luck
974490
Well, ma'am, I'd suggest that you install XP.\n\nThis would solve a lot of problems.\n\nHave a nice day.
685464
Follow the method from the other 4 problems that you just posted.\nIn order to learn, you have to try things yourself.