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Question -

a2x2 + (ax2 +1)x + a



Answer -

a2x2┬а+ (ax2┬а+ 1)x + a
= a2x2┬а+ a + (ax2┬а+ 1)x
= a(ax2┬а+ 1) + x(ax2┬а+ 1)
= (ax2┬а+ 1) (a + x)
= (x + a) (ax2┬а+ 1)

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