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(n+5)/(-16)=-1

$17$ ) $\frac{n+5}{-16}=-1$

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Solve advanced linear inequalities

Full solution

Q.

17

)

\frac{n+5}{-16}=-1

Multiply by $-16$ : To isolate $n$ , we need to get rid of the denominator $-16$ by multiplying both sides of the equation by $-16$ . $\frac{n+5}{-16} \times (-16) = -1 \times (-16)$
Simplify equation: After multiplying both sides by $-16$ , the equation simplifies to: $n + 5 = 16$
Subtract $5$ : Now, we subtract $5$ from both sides to solve for $n$ . $\newline$ $n + 5 - 5 = 16 - 5$
Final solution: The equation simplifies further to: $n = 11$

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