33333[2x-2y]+5[33-x]+y=103

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Solution for 33333[2x-2y]+5[33-x]+y=103 equation:


Simplifying
33333[2x + -2y] + 5[33 + -1x] + y = 103
[2x * 33333 + -2y * 33333] + 5[33 + -1x] + y = 103
[66666x + -66666y] + 5[33 + -1x] + y = 103
66666x + -66666y + [33 * 5 + -1x * 5] + y = 103
66666x + -66666y + [165 + -5x] + y = 103

Reorder the terms:
165 + 66666x + -5x + -66666y + y = 103

Combine like terms: 66666x + -5x = 66661x
165 + 66661x + -66666y + y = 103

Combine like terms: -66666y + y = -66665y
165 + 66661x + -66665y = 103

Solving
165 + 66661x + -66665y = 103

Solving for variable 'x'.

Move all terms containing x to the left, all other terms to the right.

Add '-165' to each side of the equation.
165 + 66661x + -165 + -66665y = 103 + -165

Reorder the terms:
165 + -165 + 66661x + -66665y = 103 + -165

Combine like terms: 165 + -165 = 0
0 + 66661x + -66665y = 103 + -165
66661x + -66665y = 103 + -165

Combine like terms: 103 + -165 = -62
66661x + -66665y = -62

Add '66665y' to each side of the equation.
66661x + -66665y + 66665y = -62 + 66665y

Combine like terms: -66665y + 66665y = 0
66661x + 0 = -62 + 66665y
66661x = -62 + 66665y

Divide each side by '66661'.
x = -0.0009300790567 + 1.000060005y

Simplifying
x = -0.0009300790567 + 1.000060005y

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