Solve for x
x=192
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32x+16x+8x+4x+2x+x=12096
Multiply both sides of the equation by 32, the least common multiple of 2,4,8,16,32.
48x+8x+4x+2x+x=12096
Combine 32x and 16x to get 48x.
56x+4x+2x+x=12096
Combine 48x and 8x to get 56x.
60x+2x+x=12096
Combine 56x and 4x to get 60x.
62x+x=12096
Combine 60x and 2x to get 62x.
63x=12096
Combine 62x and x to get 63x.
x=\frac{12096}{63}
Divide both sides by 63.
x=192
Divide 12096 by 63 to get 192.
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