solvewa=2(lh+lw+wh)

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Solution for solvewa=2(lh+lw+wh) equation:


Simplifying
solvewa = 2(lh + lw + wh)

Reorder the terms:
aelosvw = 2(hl + hw + lw)
aelosvw = (hl * 2 + hw * 2 + lw * 2)
aelosvw = (2hl + 2hw + 2lw)

Solving
aelosvw = 2hl + 2hw + 2lw

Solving for variable 'a'.

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

Divide each side by 'elosvw'.
a = 2e-1ho-1s-1v-1w-1 + 2e-1hl-1o-1s-1v-1 + 2e-1o-1s-1v-1

Simplifying
a = 2e-1ho-1s-1v-1w-1 + 2e-1hl-1o-1s-1v-1 + 2e-1o-1s-1v-1

Reorder the terms:
a = 2e-1hl-1o-1s-1v-1 + 2e-1ho-1s-1v-1w-1 + 2e-1o-1s-1v-1

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