数学题: 1:分解因式4(x+2y)²-25(x-y)²=... 2:把9(x-y)+12(x²-y²)+4(x+y)²因式分
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4(x+2y)²-25(x-y)²
=(6x-3y)(7y-4x)
=3(2x-y)(7y-4x)
9(x-y)^2+12(x²-y²)+4(x+y)² (题目有问题?)
=(3x-3y+2x+2y)^2
=(5x-y)^2
(x+y)^m+1-(x+y)^m-1
=[(x+y)^m-1][(x+y)^2]-(x+y)^m-1 *1
=(x+y)^m-1*[x+y+1](x+y-1)
-3y^4+10y²+8
=.....配方再分解(这题的数据,晕了~~)
=(6x-3y)(7y-4x)
=3(2x-y)(7y-4x)
9(x-y)^2+12(x²-y²)+4(x+y)² (题目有问题?)
=(3x-3y+2x+2y)^2
=(5x-y)^2
(x+y)^m+1-(x+y)^m-1
=[(x+y)^m-1][(x+y)^2]-(x+y)^m-1 *1
=(x+y)^m-1*[x+y+1](x+y-1)
-3y^4+10y²+8
=.....配方再分解(这题的数据,晕了~~)
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4(x+2y)²-25(x-y)²
=[2(x+2y)-5(x-y)][2(x+2y)+5(x-y)]
=(2x+4y-5x+5y)(2x+4y+5x-5y)
=9y-3x)(7x-y)
9(x-y)²+12(x²-y²)+4(x+y)²
=9(x-y)²+12(x-y)(x+y)+4(x+y)²
=[3(x-y)+2(x+y)]²
=(3x-3y+2x+2y)²
=(5x-y)²
(x+y)^m+1-(x+y)^m-1
=(x+y)^m-1[(x+y)²-1]
=(x+y)^m-1(x+y+1)(x+y-1)
-3y^4+10y²+8
=-(3y^4-10y²-8)
=-(3y²+2)(y²-4)
=-(3y²+2)(y-2)(y+2)
=[2(x+2y)-5(x-y)][2(x+2y)+5(x-y)]
=(2x+4y-5x+5y)(2x+4y+5x-5y)
=9y-3x)(7x-y)
9(x-y)²+12(x²-y²)+4(x+y)²
=9(x-y)²+12(x-y)(x+y)+4(x+y)²
=[3(x-y)+2(x+y)]²
=(3x-3y+2x+2y)²
=(5x-y)²
(x+y)^m+1-(x+y)^m-1
=(x+y)^m-1[(x+y)²-1]
=(x+y)^m-1(x+y+1)(x+y-1)
-3y^4+10y²+8
=-(3y^4-10y²-8)
=-(3y²+2)(y²-4)
=-(3y²+2)(y-2)(y+2)
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(1)(x+2y)²-25(x-y)²
=(x+2y+5x-5y)(x+2y-5x+5y)
=(6x-3y)(7y-4x)
=3(2x-y)(7y-4x)
(2)9(x-y)²+12(x²-y²)+4(x+y)²
=(3x-3y+2x+2y)^2
=(5x-y)^2
(3)(x+y)^m+1-(x+y)^m-1
=(x+y)^m-1(x+y+1)(x+y-1)
(4)-3y^4+10y²+8
=-(3y^2+2)(y^2-4)
=-(3y^2+2)(y+2)(y-2)
=(x+2y+5x-5y)(x+2y-5x+5y)
=(6x-3y)(7y-4x)
=3(2x-y)(7y-4x)
(2)9(x-y)²+12(x²-y²)+4(x+y)²
=(3x-3y+2x+2y)^2
=(5x-y)^2
(3)(x+y)^m+1-(x+y)^m-1
=(x+y)^m-1(x+y+1)(x+y-1)
(4)-3y^4+10y²+8
=-(3y^2+2)(y^2-4)
=-(3y^2+2)(y+2)(y-2)
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第二个(2-y)*(2+y)*(3y^2+2)
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(x+2y)²-25(x-y)²
=(x+2y+5x-5y)(x+2y-5x+5y)
=(6x-3y)(7y-4x)
=3(2x-y)(7y-4x)
9(x-y)²+12(x²-y²)+4(x+y)²
=(3x-3y+2x+2y)^2
=(5x-y)^2
(x+y)^m+1-(x+y)^m-1
=(x+y)^m-1(x+y+1)(x+y-1)
-3y^4+10y²+8
=-(3y^2+2)(y^2-4)
=-(3y^2+2)(y+2)(y-2)
=(x+2y+5x-5y)(x+2y-5x+5y)
=(6x-3y)(7y-4x)
=3(2x-y)(7y-4x)
9(x-y)²+12(x²-y²)+4(x+y)²
=(3x-3y+2x+2y)^2
=(5x-y)^2
(x+y)^m+1-(x+y)^m-1
=(x+y)^m-1(x+y+1)(x+y-1)
-3y^4+10y²+8
=-(3y^2+2)(y^2-4)
=-(3y^2+2)(y+2)(y-2)
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