What is the solution of the system of equations?
eliminate variables one by one...
ok...
solved
solved?
is there a specific method you need to solve this? because i would use cramer's rule or put it to rref to solve this
No:/ It just says that I need to solve the system. What's cramer's rule?
cramer's rule is from linear algebra im assuming you're not suppoed to do it that way if they didnt teach your it im thinking your prob gonna need to do it the long way
Oh joy the long way. Okay can you help me with it?
I did a system of equation...
so first eliminate the x's and y's by subtracting equation 1 from 3
and so you get -2z=6. hence z=-3
plug it back into the equations to get new equations: 5x+5y=15 and 3x+2y=10
now solve for y by eliminating x :D
i just let jeff handle it since im a lazy retrice
lol thanks anyways jay:)
cramer's rule takes forever. I only use it if I ABSOLUTELY ABSOLUTELY need to. I know it has something to do with computer programming
So y would be 1? And I don't even know what cramer's rule soo...yeah
cramer's rule is really much faster, it can be done in a few mins when you know how to do it but since this problem was easy to cancel out the variables the normal method would of worked faster
yes y is 1 now use y and z to solve for x
So it would be: (2,1,-3)?
Omg I understand what you were saying in history chat now-_- lol
correct im probably going to sleep. Not being productive anymore
Thank you guys!!!<3
fml lol
sure lol
just want to note theres a small mistake with the answer 5x+5y=15 --> 15x + 15y = 45 3x+2y=10 --> - 15x - 10y = -50 -------------------------------- 0 +5y = -5 y = -1
...aw:( So that messes up the whole problem
not necessarily since y= -1, you can plug it in to 5x + 5y = 15 to get your x value and then plug it in to 3x+2y+3z=1 to get your z value
Oh okay
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