What is expand (A+C)(AD+AD^')+AC+C ?

The solution to expand (A+C)(AD+AD^')+AC+C is DA^2+D^'A^2+DAC+D^'AC+AC+C

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expand (A+C)(AD+AD^')+AC+C

expand

(A + C) (A D + A D^{^{'}}) + A C + C

D A^{2} + D^{'} A^{2} + D A C + D^{'} A C + A C + C

Solution steps

(A + C) (A D + A D^{^{'}}) + A C + C

= (A + C) (D A + D^{^{^{'}}} A) + A C + C

Expand

(A + C) (A D + A D^{^{'}}) : D A^{2} + D^{^{'}} A^{2} + D A C + D^{^{'}} A C

= D A^{2} + D^{^{'}} A^{2} + D A C + D^{^{'}} A C + A C + C

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\frac{1}{( x - 5 ) ( x ^{2} + 1 )}

What is expand (A+C)(AD+AD^')+AC+C ?
The solution to expand (A+C)(AD+AD^')+AC+C is DA^2+D^'A^2+DAC+D^'AC+AC+C