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分解因式:4(x+y)^(2)+5-20(x+y-1)
人气:332 ℃ 时间:2020-06-26 08:04:50
解答
4(x+y)^(2)+5-20(x+y-1)
=4(x+y)^(2)-20(x+y)+25
=[2(x+y)-5]^2
=(2x+2y-5)^20.0对,就这个答案!=4(x+y)^(2)-20(x+y)+25=[2(x+y)-5]^2是怎么变的,能说下吗?=4(x+y)^(2)-20(x+y)+25=(2(x+y))^2-2*2(x+y)*5+5^2(完全平方公式)=[2(x+y)-5]^24(x+y)^(2)+5-20(x+y-1)=4(x+y)^(2)-20(x+y)+25是怎么变的我就不懂了。4(x+y)^(2)+5-20(x+y-1)=4(x+y)^(2)+5-20(x+y)+20=4(x+y)^(2)-20(x+y)+25
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