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w=2*pi*sqr(x/t)

First divide each side by 2*pi

w/(2pi)=sqr(x/t)

Next square both sides

(w/2pi)^2=x/t

Next multiply both sides by t

t(w/2pi)^2=x

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Can you help solve the equation w equals 3 pi StartRoot StartFraction x Over t EndFraction EndRoot for the variable x Assume all other letters represent nonzero constants?

w=3pi*sqr(x/t) First divide each side by 3pi w/3pi=sqr(x/t) Next square both sides. (w/3pi)^2=x/t Next multiply both sides by t t(w/3pi)^2=x


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