What is expand (((10+j(w))(1000+j(w))))/((200+j(w))) ?

The solution to expand (((10+j(w))(1000+j(w))))/((200+j(w))) is (10000+1010jw+j^2w^2)/(200+jw)

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expand (((10+j(w))(1000+j(w))))/((200+j(w)))

expand

\frac{( ( 10 + j ( w ) ) ( 1000 + j ( w ) ) )}{( 200 + j ( w ) )}

\frac{10000 + 1010 j w + j ^{2} w ^{2}}{200 + j w}

Solution steps

\frac{( 10 + j ( w ) ) ( 1000 + j ( w ) )}{200 + j ( w )}

Remove parentheses:

(a) = a

= \frac{( 10 + j w ) ( 1000 + j w )}{200 + j w}

Expand

(10 + j w) (1000 + j w) : 10000 + 1010 j w + j^{2} w^{2}

= \frac{10000 + 1010 j w + j ^{2} w ^{2}}{200 + j w}

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What is expand (((10+j(w))(1000+j(w))))/((200+j(w))) ?
The solution to expand (((10+j(w))(1000+j(w))))/((200+j(w))) is (10000+1010jw+j^2w^2)/(200+jw)