问题
解答题
计算:
(1)an+2•an+1•an•a:
(2)(a+b)3m•(b+a)m+n:
(3)-x3•(-x)3•(-x)4:
(4)(x-y)6•(y-x)6.
答案
(1)原式=an+2+n+1+n+1
=a3n+4;
(2)原式=(a+b)3m+m+n
=(a+b)4m+n;
(3)原式=x3•x3•x4
=x3+3+4
=x10;
(4)原式=(x-y)6+6.
=(x-y)12.
计算:
(1)an+2•an+1•an•a:
(2)(a+b)3m•(b+a)m+n:
(3)-x3•(-x)3•(-x)4:
(4)(x-y)6•(y-x)6.
(1)原式=an+2+n+1+n+1
=a3n+4;
(2)原式=(a+b)3m+m+n
=(a+b)4m+n;
(3)原式=x3•x3•x4
=x3+3+4
=x10;
(4)原式=(x-y)6+6.
=(x-y)12.