#is this system of equations solvable

10 messages · Page 1 of 1 (latest)

burnt bough
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$a+b=135\c+d=135\x+y=135\a+y=45\d+x=180\b+c=180$

steep yokeBOT
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Daniel_The_Maniel

placid field
sleek siren
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You have to substitute b = 180 - c in the first equation and then c = 135 - d in that equation and then 180 - x in that equation, etc.

dire geyser
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Or just use Gauss.

burnt bough
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What’s that

dire geyser
# burnt bough What’s that

One of the most common methods of solving systems of linear equations. It involves writing the system as a matrix and performing row operations to bring it to the reduced row echelon form.

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I can show how it would work here if you want.

burnt bough
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Sure

dire geyser
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Alright, give me some time.