What is expand (f(f-a-b+ab))/(f-a) ?

The solution to expand (f(f-a-b+ab))/(f-a) is (f^2-af-bf+abf)/(f-a)

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expand (f(f-a-b+ab))/(f-a)

expand

\frac{f ( f - a - b + ab )}{f - a}

\frac{f ^{2} - a f - b f + ab f}{f - a}

Solution steps

\frac{f ( f - a - b + ab )}{f - a}

Expand

f (f - a - b + ab) : f^{2} - a f - b f + ab f

= \frac{f ^{2} - a f - b f + ab f}{f - a}

6 (3 x - 1) e^{2 x + 1}

b (2 a - b - 4 = 0)

e^{(t - 1) 2}

\frac{( 0.33 \cdot ( s + 2 ) )}{s}

(- 4 + i 9) \cdot (4 + i 9,)

What is expand (f(f-a-b+ab))/(f-a) ?
The solution to expand (f(f-a-b+ab))/(f-a) is (f^2-af-bf+abf)/(f-a)