题目内容
计算及解方程:
①(
x3y2)2•(4x2y)3-3(-x2y)5•x2y2;
②(x+y)2+(x-y)2-(x+y)(x-y);
③x3-2x[
x2-3(
x-1)]=2(x-3)2;
④(2x-3)2-(-2x+3)2.
①(
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②(x+y)2+(x-y)2-(x+y)(x-y);
③x3-2x[
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④(2x-3)2-(-2x+3)2.
①原式=
x6y4•64x6y3+3x12y7=4x12y7+3x12y7=7x12y7;
②原式=x2+2xy+y2+x2-2xy+y2-x2+y2=x2+3y2;
③x3-2x(
x2-x+3)=2(x-3)2,
2x(x-3)-2(x-3)2=0,
即(x-3)[2x-2(x-3)]=0,
解得:x=3;
④(2x-3)2-(-2x+3)2=[(2x-3)+(-2x+3)][(2x-3)-(-2x+3)]=0.
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②原式=x2+2xy+y2+x2-2xy+y2-x2+y2=x2+3y2;
③x3-2x(
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2x(x-3)-2(x-3)2=0,
即(x-3)[2x-2(x-3)]=0,
解得:x=3;
④(2x-3)2-(-2x+3)2=[(2x-3)+(-2x+3)][(2x-3)-(-2x+3)]=0.
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