z=m^2-m(1-SQRT(-1))-3(2+SQRT(-1))

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Solution for z=m^2-m(1-SQRT(-1))-3(2+SQRT(-1)) equation: 


Simplifying
z = m2 + -1m(1 + -1SQRT(-1)) + -3(2 + SQRT(-1))

Reorder the terms for easier multiplication:
z = m2 + -1m(1 + -1 * -1QRST) + -3(2 + SQRT(-1))

Multiply -1 * -1
z = m2 + -1m(1 + 1QRST) + -3(2 + SQRT(-1))
z = m2 + (1 * -1m + 1QRST * -1m) + -3(2 + SQRT(-1))
z = m2 + (-1m + -1mQRST) + -3(2 + SQRT(-1))

Reorder the terms for easier multiplication:
z = m2 + -1m + -1mQRST + -3(2 + -1QRST)
z = m2 + -1m + -1mQRST + (2 * -3 + -1QRST * -3)
z = m2 + -1m + -1mQRST + (-6 + 3QRST)

Reorder the terms:
z = -6 + 3QRST + -1m + -1mQRST + m2

Solving
z = -6 + 3QRST + -1m + -1mQRST + m2

Solving for variable 'z'.

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

Simplifying
z = -6 + 3QRST + -1m + -1mQRST + m2

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