Make k the subject of the relation y = (4m(k+x))/(k+2x).

Question

Make k the subject of the relation y = (4m(k+x))/(k+2x).

Asked on April 13, 2026Mathematics

This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.

Accepted Answer · 2026-04-13T17:23:26.021Z

Here are the solutions to the problems. 7. (a) (i) Step 1: Make $k$ the subject of the relation $y = \frac{4m(k+x)}{k+2x}$. Multiply both sides by $(k+2x)$: $$ y(k+2x) = 4m(k+x) $$ Step 2: Expand both sides of the equation. $$ yk + 2xy = 4mk + 4mx $$ Step 3: Gather terms containing $k$ on one side and terms without $k$ on the other side. $$ yk - 4mk = 4mx - 2xy $$ Step 4: Factor out $k$ from the

Accepted Answer · 2026-04-13T17:23:26.021Z

Here are the solutions to the problems. 7. (a) (i) Step 1: Make $k$ the subject of the relation $y = \frac{4m(k+x)}{k+2x}$. Multiply both sides by $(k+2x)$: $$ y(k+2x) = 4m(k+x) $$ Step 2: Expand both sides of the equation. $$ yk + 2xy = 4mk + 4mx $$ Step 3: Gather terms containing $k$ on one side and terms without $k$ on the other side. $$ yk - 4mk = 4mx - 2xy $$ Step 4: Factor out $k$ from the

Make k the subject of the relation y = (4m(k+x))/(k+2x).

Make k the subject of the relation y = (4m(k+x))/(k+2x).

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Make k the subject of the relation y = (4m(k+x))/(k+2x).

Make k the subject of the relation y = (4m(k+x))/(k+2x).

Need help with your own homework?

More Mathematics Questions