determine-and-nbspuovxuovx-and-and-nbspvouxv-o-u-x-for-the-following-uxux-and-vx

Question

Determine $(uov)(x)$ and $(v o u) (x)$ for the following $u(x)$ and $v(x)$ .

$u(x)=x^7$

$v(x)=x^4-6$

Accepted Answer

$u(v(x))=(x^4-6)^7$ $;v(u(x))=x^{28}-6$

Answer

$u(v(x))=(x^4-6)^7$

Answer

$u(v(x))=(x^4-6)^7$

Answer

$u(v(x))=(x^4-6)^7$

Determine (uov)(x)(uov)(x)(uov)(x) and (vou)(x)(v o u) (x)(vou)(x) for the following u(x)u(x)u(x) and v(x)v(x)v(x).u(x)=x7u(x)=x^7u(x)=x7v(x)=x4−6v(x)=x^4-6v(x)=x4−6