QuestionAugust 24, 2025

Solve the formula for c. d=(n)/(c-v) C= square

Solve the formula for c. d=(n)/(c-v) C= square
Solve the formula for c.
d=(n)/(c-v)
C= square

Solution
4.0(236 votes)

Answer

c = \frac{n + dv}{d} Explanation 1. Isolate the denominator Multiply both sides by (c-v) to get d(c-v) = n. 2. Distribute and simplify Expand to dc - dv = n. 3. Solve for c Add dv to both sides: dc = n + dv. 4. Divide by d Divide both sides by d: c = \frac{n + dv}{d}.

Explanation

1. Isolate the denominator<br /> Multiply both sides by $(c-v)$ to get $d(c-v) = n$.<br /><br />2. Distribute and simplify<br /> Expand to $dc - dv = n$.<br /><br />3. Solve for $c$<br /> Add $dv$ to both sides: $dc = n + dv$.<br /><br />4. Divide by $d$<br /> Divide both sides by $d$: $c = \frac{n + dv}{d}$.
Click to rate: