问题
解答题
已知A=x3+3x2y+y3-3xy2,B=x2y-xy2,求A-3B.
答案
原式=(x3+3x2y+y3-3xy2)-3(x2y-xy2)
=x3+3x2y+y3-3xy2-3x2y+3xy2
=x3+y3.
已知A=x3+3x2y+y3-3xy2,B=x2y-xy2,求A-3B.
原式=(x3+3x2y+y3-3xy2)-3(x2y-xy2)
=x3+3x2y+y3-3xy2-3x2y+3xy2
=x3+y3.