Question

$factories \: a^2 \: x^2 + (ax^2 + 1) x+ a$
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Answer 1

$\huge\boxed{\boxed{\blue{\sf{Solution-}}}}$

Question:-

Factories:-

$\sf a{}^{2}x{}^{2}+(ax{}^{2}+1)x+a$

Factorisation:-

It is the method which we can break down a number into smaller numbers when we multiply that number together this give us the original number .

Now , According to question:-

$\sf a{}^{2}x{}^{2}+ax{}^{2}+x+a$.

$\sf Take \:ax{}^{2} common \:then:-$

$\sf\implies ax{}^{2}(a+1)+1(a+1)\\ \sf\implies (a+1)(ax{}^{2}+1)$

The answer of your question is $\sf(a+1)(ax{}^{2}+1)$

$\boxed{\blue{\sf{thanks}}}$