Make V the subject, C = my + v / v

Question

ScanSolve AI Tutor · Accepted Answer

Here are the solutions to your assignment questions.

1) Make M the subject of $\sqrt{M} = 4$

To isolate $M$ , square both sides of the equation.
$(\sqrt{M})^{2} = 4^{2}$
Simplify both sides.
$M = 16$
The subject is $M$ .
$\boxed{M = 16}$
2) Make V the subject of $C = \frac{my + V}{V}$
Multiply both sides by $V$ to remove the denominator.
$C \cdot V = \frac{my + V}{V} \cdot V$ $CV = my + V$
Gather all terms containing $V$ on one side of the equation.
Subtract $V$ from both sides.
$CV - V = my$
Factor out $V$ from the terms on the left side.
$V(C - 1) = my$
Divide both sides by $(C - 1)$ to isolate $V$ .
$V = \frac{my}{C - 1}$
The subject is $V$ .
$\boxed{V = \frac{my}{C - 1}}$

Answer