题目内容
分解因式:(1 )
;
(2)
.
(3)3x2-24x+48;
(4) 3a+(a+1)(a-4)
(5)(a2+b2-c2)2-4a2b2
(2)
(3)3x2-24x+48;
(4) 3a+(a+1)(a-4)
(5)(a2+b2-c2)2-4a2b2
解:(1 )原式=
=
.
(2)原式=
=
.
(3)原式=3(x2-8x+16))
(4)原式=3a+a2+a-4a-4
=3(x-4)2.
=a2-4
=(a+2)(a-2).
(5)原式=(a2+b2-c2+2ab)(a2+b2+c2-2ab)
=[(a+b)2-c2][(a-b)2-c2]
=(a+b+c)(a+b-c)(a-b+c)(a-b-c)
=
(2)原式=
=
(3)原式=3(x2-8x+16))
(4)原式=3a+a2+a-4a-4
=3(x-4)2.
=a2-4
=(a+2)(a-2).
(5)原式=(a2+b2-c2+2ab)(a2+b2+c2-2ab)
=[(a+b)2-c2][(a-b)2-c2]
=(a+b+c)(a+b-c)(a-b+c)(a-b-c)
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