Factouse to (x²+4) - 2a-0²-5.
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Answer:
x
2
−1−2a−a
2
⇒ x
2
−(1+2a+a
2
)
⇒ x
2
−[(1)
2
+2×1×a+(a)
2
]
⇒ x
2
−(1+a)
2
[ Since, a
2
+2ab+b
2
=(a+b)
2
]
We know, a
2
−b
2
=(a+b)(a−b)
⇒ (x+1+a)(x−1−a)
∴ x
2
−1−2a−a
2
=(x+1+a)(x−1−a)
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