What is expand z(x)+y(z(x),x)(x+z'(x)) ?

The solution to expand z(x)+y(z(x),x)(x+z'(x)) is z(x)+xy(,z(x)x)+y(,z(x)x)z'

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expand z(x)+y(z(x),x)(x+z'(x))

expand

z (x) + y (z (x), x) (x + z^{'})

z (x) + x y (, z (x) x) + y (, z (x) x) z'

Solution steps

z (x) + y (z (x), x) (x + z^{'})

= z (x) + y (, z (x) x) (x + z^{^{'}})

Expand

y (z (x), x) (x + z^{'}) : x y (, z (x) x) + y (, z (x) x) z^{'}

= z (x) + x y (, z (x) x) + y (, z (x) x) z^{'}

(x + 2) (x + 32)

\frac{1 + x ^{2}}{x ^{2} ( x - 4 ) ^{2}}

(2 + x - 3)^{2}

(1 - h - 3)^{2}

10 (10 + x 30)

What is expand z(x)+y(z(x),x)(x+z'(x)) ?
The solution to expand z(x)+y(z(x),x)(x+z'(x)) is z(x)+xy(,z(x)x)+y(,z(x)x)z'