4((25*-12)+20)=20((3*-12)+20)

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Solution for 4((25*-12)+20)=20((3*-12)+20) equation: 


Simplifying
4((25 * -12) + 20) = 20((3 * -12) + 20)

Multiply 25 * -12
4((-300) + 20) = 20((3 * -12) + 20)
4(-300 + 20) = 20((3 * -12) + 20)

Combine like terms: -300 + 20 = -280
4(-280) = 20((3 * -12) + 20)

Multiply 4 * -280
-1120 = 20((3 * -12) + 20)

Multiply 3 * -12
-1120 = 20((-36) + 20)
-1120 = 20(-36 + 20)

Combine like terms: -36 + 20 = -16
-1120 = 20(-16)

Multiply 20 * -16
-1120 = -320

Solving
-1120 = -320

Couldn't find a variable to solve for.

This equation is invalid, the left and right sides are not equal, therefore there is no solution.

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