W(2W+5)(3W-4)=520

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Solution for W(2W+5)(3W-4)=520 equation: 


Simplifying
W(2W + 5)(3W + -4) = 520

Reorder the terms:
W(5 + 2W)(3W + -4) = 520

Reorder the terms:
W(5 + 2W)(-4 + 3W) = 520

Multiply (5 + 2W) * (-4 + 3W)
W(5(-4 + 3W) + 2W * (-4 + 3W)) = 520
W((-4 * 5 + 3W * 5) + 2W * (-4 + 3W)) = 520
W((-20 + 15W) + 2W * (-4 + 3W)) = 520
W(-20 + 15W + (-4 * 2W + 3W * 2W)) = 520
W(-20 + 15W + (-8W + 6W2)) = 520

Combine like terms: 15W + -8W = 7W
W(-20 + 7W + 6W2) = 520
(-20 * W + 7W * W + 6W2 * W) = 520
(-20W + 7W2 + 6W3) = 520

Solving
-20W + 7W2 + 6W3 = 520

Solving for variable 'W'.

Reorder the terms:
-520 + -20W + 7W2 + 6W3 = 520 + -520

Combine like terms: 520 + -520 = 0
-520 + -20W + 7W2 + 6W3 = 0

The solution to this equation could not be determined.

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