Answer:
a
2
x
+(ax
+1)x+a=a
+ax
3
+x+a
=ax
(a+x)+1(a+x)
=(a
=(ax
+1)(a+x)
Final :
(ax²+1)(a+x)
[tex] = \bf \green{a {x}^{2} + (1 + {a}^{2} )x + a} \\ = a {x}^{2} + x + {a}^{2} x + a \\ = x(ax + 1) + a(ax + 1) \\ \orange{= > \boxed{(ax + 1)(x + a)}}[/tex]
Hope this may help
[tex] \red{ \mathbb{PLZ \: THANKs}}[/tex]
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Answers & Comments
Answer:
a
2
x
2
+(ax
2
+1)x+a=a
2
x
2
+ax
3
+x+a
=ax
2
(a+x)+1(a+x)
=(a
2
x
2
+(ax
2
+1)x+a=a
2
x
2
+ax
3
+x+a
=ax
2
(a+x)+1(a+x)
=(ax
2
+1)(a+x)
Final :
(ax²+1)(a+x)
[tex] \underline{\underline{ \large\blue{ \mathcal{QUESTION}}}} = > [/tex]
[tex] = \bf \green{a {x}^{2} + (1 + {a}^{2} )x + a} \\ = a {x}^{2} + x + {a}^{2} x + a \\ = x(ax + 1) + a(ax + 1) \\ \orange{= > \boxed{(ax + 1)(x + a)}}[/tex]
Hope this may help
[tex] \red{ \mathbb{PLZ \: THANKs}}[/tex]