Solve: $P = \frac { R - C } { n }$ for R
A) $R = P _ { n } - C$
B) $R = C n - P$
C) $R = P _ { n } + C$
D) none of these

Name: Solve: $P = \frac { R - C } { n }$ for R A) $R = P _ { n } - C$ B) $R = C n - P$ C) $R = P _ { n } + C$ D) none of these
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Question

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The Answer of Solve: $P = \frac { R - C } { n }$ for R
A) $R = P _ { n } - C$
B) $R = C n - P$
C) $R = P _ { n } + C$
D) none of these

Solve P=R−CnP = \frac { R - C } { n }P=nR−C​

Solve $P = \frac { R - C } { n }$