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

The solution to expand y(w(y,z,x)z^'+w(y,z,x)z)+xy is yz^'w(,,yzx)+yzw(,,yzx)+xy

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expand y(w(y,z,x)z^'+w(y,z,x)z)+xy

expand

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

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

Solution steps

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

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

Expand

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

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

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

(i w + 3)^{2}

lo g_{5} (9) x^{2}

- 5 (10 e - 31)

What is expand y(w(y,z,x)z^'+w(y,z,x)z)+xy ?
The solution to expand y(w(y,z,x)z^'+w(y,z,x)z)+xy is yz^'w(,,yzx)+yzw(,,yzx)+xy