What is expand a(b+z(x+a^')) ?

The solution to expand a(b+z(x+a^')) is ab+azx+a^{1+'}z

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expand a(b+z(x+a^'))

expand

a (b + z (x + a^{^{'}}))

ab + a z x + a^{1 +'} z

Solution steps

a (b + z (x + a^{^{'}}))

Apply the distributive law:

a (b + c) = ab + a c

a = a, b = b, c = z (x + a^{^{'}})

= ab + a z (x + a^{^{^{'}}})

Expand

a z (x + a^{^{'}}) : a z x + a^{1 +^{'}} z

= ab + a z x + a^{1 +^{'}} z

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What is expand a(b+z(x+a^')) ?
The solution to expand a(b+z(x+a^')) is ab+azx+a^{1+'}z