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solve for g. \\(\\frac{g + 38}{-9} = -1\\) \\(g = \\square\\)

Question

solve for g.
\\(\frac{g + 38}{-9} = -1\\)
\\(g = \square\\)

Explanation:

Step1: Multiply both sides by -9

To eliminate the denominator, we multiply both sides of the equation \(\frac{g + 38}{-9} = -1\) by \(-9\). This gives us \(g + 38 = (-1) \times (-9)\).

Step2: Simplify the right side

Calculating \((-1) \times (-9)\) gives us \(9\), so the equation becomes \(g + 38 = 9\).

Step3: Subtract 38 from both sides

To solve for \(g\), we subtract \(38\) from both sides of the equation \(g + 38 = 9\). This gives us \(g = 9 - 38\).

Step4: Calculate the result

Calculating \(9 - 38\) gives us \(-29\). So, \(g = -29\).

Answer:

\(g = -29\)