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Make n the subject:
n+p/pt = 5p

2 Answers

5 votes

Answer: To make n the subject of the formula n+p/pt = 5p, we can follow these steps:

Explanation:

1. Multiply both sides of the equation by pt to eliminate the fraction: npt + p = 5pt^2

2. Subtract p from both sides of the equation: npt = 5pt^2 - p

3. Divide both sides of the equation by pt: n = (5pt^2 - p) / pt

Therefore, n = (5pt^2 - p) / pt is the formula with n as the subject.

User Lucperkins
by
8.2k points
6 votes

Answer:


n=5p^2t-p

Explanation:

Given equation:


(n+p)/(pt)=5p

To make n the subject of the given equation, we can use algebraic operations to isolate n.

Multiply both sides of the equation by pt:


(n+p)/(pt)\cdot pt=5p \cdot pt


n+p=5p^2t

Subtract p from both sides of the equation:


n+p-p=5p^2t-p


\large\boxed{n=5p^2t-p}


\hrulefill

Additional information

If needed, we can factor the right side of the equation by factoring out the common term p:


n=p(5pt-1)

User DankMemes
by
8.6k points

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