I need help with solving systems?
would it be (-5,-3)?
@Psymon
oh okay cool thanks! can you help me with like 3 more? they're similar and I just wanna make sure i'm right.
yeah, let me know.
2x + 6y = -12 5x -5y = 10 First thing I notice is how each equation can be reduced. If I divide the whole top equation by 2 and the whole bottom equation by 5 I get x + 3y = -6 x - y = 2 Ill now multiply the whole bottom equation by -1 so I can eliminate x-values x + 3y = -6 -x + y = -2 add together 4y = -8 y = -2. Now Ill sub this back into the bottom equation -x - 2 = -2 -x = 0 x = 0 So yougot it, good job :P
I cant believe I'm getting these right OMG. okay 2 more. What is the solution of the following system? I think this one is (-2,-1)
-3x -2y = -12 9x + 6y = -9 The bottom equation can be divided by 3 in order to reduce it. If Idivide the bottom by 3 I get -3x - 2y = -12 3x + 2y = -3 Adding these togetherI get 0 + 0 = -15 No solutions. Now you said you think its -2,-1. Well, you can ALWAYS test ^_^ If I plug (-2,-1) into thefirst equation I get -3(-2) - 2(-1) = -12 6 + 2 = -12 ??? Not trueasyou can see:3
ohhh okay I get it. would this one be no solutions too?
Something = something else no solution something = same thing infinite solutions. So for you, you get 0 = 0, which means infinite : )
ohhh oh oh okay. for some reason I was thinking that since I just kept getting like 11/-11 for that it'd be no solutions. I had them mixed up haha. thank you soooo much it means a lot :)
yeah, np : )
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