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Solve the following system of equations. 2a – 3b + c = 10 2a – 2b – 2c = 2 a + 3b + 2c = –1

Mathematics
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use determinant to solve above equation
idk wat that means
there are different methods that all come to the same results; since you have not defined a method, the determinant is suitable

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Other answers:

the determinant is kidna useless you can tell if it's not factorable once you have the equation narrowed to 2 variables.
just use substitution :D!
ugh, substitution on these takes forever!!
id eliminate :)
how do u eliminatte
you scale the eqauations so that you can combine them and eliminate one of more of the variables
R1, 2a – 3b + c = 10 R2, 2a – 2b – 2c = 2 R3, a + 3b + 2c = –1 R3(-2), R2(-1) R1, 2a – 3b + c = 10 R2, -2a + 2b + 2c =-2 R3, -2a -6b -4c = 2 R1+R2, and R1+R3 R1, 2a – 3b + c = 10 R2, 0 - b + 3c = 8 R3, 0 - 9b - 3c = 12 R2(-9) R1, 2a – 3b + c = 10 R2, 0 +9b -27c = -72 R3, 0 - 9b - 3c = 12 R2 + R3 R1, 2a – 3b + c = 10 R2, 0 +9b -27c = -72 R3, 0 + 0 - 30c =-60
-30c = -60 c = 2
R1, 2a – 3b + (2) = 10 R2, 0 +9b -27(2) = -72 R1, 2a – 3b = 10-2 R2, 0 +9b = -72+54 b = -18/9 = -2 R1, 2a – 3(-2) = 8 R1, 2a + 6 = 8 a = (8-6)/2 = 1
2a – 3b + c = 10 1 -2 2 ------------- 2 + 6 + 2 = 10 2a – 2b – 2c = 2 1 -2 2 -------------- 2 + 4 - 4 = 2 a + 3b + 2c = –1 1 -2 2 ------------------ 1 -6 + 4 = -1
wow that is a lot of work i do not like these so much do you?
i find them tedious
it takes longer to show the work than it does to actually get the answer :)
thankyou for ur help!
i hope it was helpful :)

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