问题
填空题
计算:
(1)(x-2y-1)2=______.
(2)(a-2b+1)2=______.
答案
(1)原式=(x-2y)2-2(x-2y)•1+12
=x2-4xy+4y2-2x+4y+1,
故答案为:x2-4xy+4y2-2x+4y+1.
(2)原式=(a-2b)2+2(a-2b)•1+12
=a2-4ab+4b2+2a-4b+1,
故答案为:a2-4ab+4b2+2a-4b+1.
计算:
(1)(x-2y-1)2=______.
(2)(a-2b+1)2=______.
(1)原式=(x-2y)2-2(x-2y)•1+12
=x2-4xy+4y2-2x+4y+1,
故答案为:x2-4xy+4y2-2x+4y+1.
(2)原式=(a-2b)2+2(a-2b)•1+12
=a2-4ab+4b2+2a-4b+1,
故答案为:a2-4ab+4b2+2a-4b+1.