How do you solve $\frac{n}{99} = - 1$ $n/99=-1$ ?

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Answer 1 · 2016-11-03T13:23:22

$n = - 99$ $n = -99$

Multiple each side by 99 to keep the equation balanced and isolate $n$ $n$ and then do the arithmetic:

$99 \frac{n}{99} = - 1 \cdot 99$ $99n/99 = -1 * 99$

$1 \cdot n = - 99$ $1*n= -99$

$n = - 99$ $n = -99$

How do you solve n99=−1n/99=-1?