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Make S the subject of the formula: \(V = \frac{K}{\sqrt{T-S}...

Make S the subject of the formula: $V = \frac{K}{\sqrt{T-S}}$

A.

$T-\frac{K^2}{V^2} = S$

B.

$T+\frac{K^2}{V^2} = S$

C.

$T-\frac{K^2}{V} = S$

D.

$T-\frac{K}{V} = S$

E.

$T-\frac{K}{V^2} = S$

View answer & explanation

Correct answer is A

$V = \frac{K}{\sqrt{T-S}}$
square both sides of the equation
$V^2 = \frac{K^2}{T-S}$
cross multiply
$V^2 T - S = K^2$
$T - S = \frac{K^2}{V^2}$
$T = \frac{K^2}{V^2} + S$
$T - = \frac{K^2}{V^2} = S$

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