What is expand (g(x+h)-4)/(g(x+h)+5) ?

The solution to expand (g(x+h)-4)/(g(x+h)+5) is (gx+gh-4)/(gx+gh+5)

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expand (g(x+h)-4)/(g(x+h)+5)

expand

\frac{g ( x + h ) - 4}{g ( x + h ) + 5}

\frac{gx + g h - 4}{gx + g h + 5}

Solution steps

\frac{g ( x + h ) - 4}{g ( x + h ) + 5}

Expand

g (x + h) + 5 : gx + g h + 5

= \frac{g ( x + h ) - 4}{gx + g h + 5}

Expand

g (x + h) - 4 : gx + g h - 4

= \frac{gx + g h - 4}{gx + g h + 5}

\frac{2}{x ( x + 3 )}

2.3 (x + 1.4 = - 9.66)

\frac{( a + b ) ^{12}}{( a - b ) ^{10}}

\frac{9 ( x + 9 )}{x}

4.72 \times 3.4

What is expand (g(x+h)-4)/(g(x+h)+5) ?
The solution to expand (g(x+h)-4)/(g(x+h)+5) is (gx+gh-4)/(gx+gh+5)