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One, factorization:
1.(a²+2ab+b²)÷a+b)=(a+b)²÷a+b)=(a+b)
2.(4a²-9b²)÷2a+3b)=[(2a)²-3b)²]2a+3b)=(2a-3b)
Calculation: If x -25 = 0, then the value of x is: 5 or (-5).
If x -3x = 0, then the value of x is: 0 or 3
If (x-2)(x+1)=0, then the value of x is: 2 or (-1).
If x+y=5, xy=3, then xy+xy=15; ②x²y+2x²y²+xy²= 33 .
Second, the calculation (the process is not used).
1)(6x²y+9xy²)÷3y+2x)=3xy
2)(4mn-m²-4n²)÷2n-m)=-(2n-m)
3)(a²xy-2abxy+b²xy)÷(a-b)=xy(a-b)
4)[(x²+y²)²4x²y²]÷x²-y²)=(x²-y²)
Third, solve the equation.
x = 36 x = 6 or x = -6
2x-1)²=25 |2x-1|=5, so x=3 or x=2
2x +7x=0 x=0 or x=-7 2
x -6x=-9 (x-3) =0 so x=3=-1
x+2) =(2x+1) x=1 or x
9(x+3) = (2x-5) x=-14 or x=-4 5
Here's a lesson exercise:
One. Compute. 2a³+6a)÷a=(2a²+6)
4m²+n²)÷2m+n)=(n-2m)
x -4x+4) (1-1 2x)=2x*(x-2) (2x-1) I don't know if you made a mistake in this question?
Two. Solve equations.
1.(2x-1)(x+3)=0 x=1 2 or x=-3
x=0 or x=-3 2
3.(2x+1) = (1-x) x=0 or x=-2
Three. Compute. (a-b)²+4ab]÷(a+b)=(a+b)
1-81x³)÷1+3x)÷(1+9x²)=(1-3x)
It's all simple deformations, and I hope you can learn it yourself.
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Click ** to enlarge it.
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<> hope is rolling! Big head!! Qin Hyo.
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<> look at digging shed rocks to judge and sell.
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1)(7+x)(a-1)
2)(a-b)(a-b-6)
3)(m-n)(m-2n)
4) (x-y) cube.
5) (m+n) (a square + b square).
6) (18a-30b) (a-b) squared.
7)-(2a+b)(a+3b)
8)-2xy(x+y)
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