How do you solve $A = L * W * H$ for $L$ ?

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Answer 1 · 2016-12-04T21:44:16

$L = A/(W*H)$

Divide each side by $W * H$ to isolate $L$ and keep the equation balanced:

$A/(W*H) = (L*W*H)/(W*H)$

$A/(W*H) = (L*cancel(W)*cancel(H))/(cancel(W)*cancel(H))$

$L = A/(W*H)$

How do you solve A = L * W * HA = L * W * H for LL?