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Divide both sides by 5 at the same time, and the quadratic term coefficient becomes 1.
x^2-3x=0
Add half of the square of the coefficient of the primary term on both sides, i.e., the squared, to obtain.
x^2-3x+
The square is plus or minus.
i.e. x1=0 x2=3
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The equation is deformed: x 2 - 5 2 x = -1, and the formula is obtained: x 2 - 5 2 x + 25 16 = 9 16, that is, (x- 5 4) Qing brother 2 = 9 16, and the prescription is Hongzheng sleepy:
x- 5 4 =±3 4 ..
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Equation x22x-15 = 0, deformation gets: x2
2x=15, a sparrow.
Matching years of lead: x2
2x+1=16, that is, (x-1)2
16, the square gets: x-1=4 or x-1=-4, the solution gets: x15, x2
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Solve with the matching method: Solution:
3×2+10x+5=0
3[ 2+(10 3) ]5=0
5 3) Jane Tsai Yin2 = 10 Qi Dou 9
5/3=√10/3or-√10/3
x=(-5+√10)/3 or (-5-√10)/3
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Divide by 2 on both sides, get, x 2 + 5 2 x- 1 2 = 0, shift the term, get x 2 + 5 2 x = 1 2 , formula, x 2 + 5 2 x + 25 16 = 1 2 + 25 16 , x + 5 4 ) 2 = 33 16 , solve this equation, or the world feast this x+ 5 4 = 33 4 , then x 1 = 33 -5 4 , x 2 = 33 -5 4
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The stupid root of this chain potato with an equation is not a rational number, and it cannot be matched by a method.
You can use the hand cherry formula method, a=-2, b=-5, c=10, x=[-b (b -4ac)] 2a), and substitute it to obtain x=(-5 105) 4.
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Summary. pro, x=1, x=5
1 2x 2-3x+5 2=0 is used.
Dear, that's the title, right?
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pro, x=1, x=5
Are there any other questions that the teacher needs to solve?
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5x^2+10x+15=0
x^2-2x+1=4
x-1)^2=4
X-1 Yugakure 2
Hao Kai Hall x 3 or x Sun Hail -1
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1. Interpretation of methods.
The unary quadratic equation ax 2+bx+c=0, a≠0 can usually be solved by two methods: the matching method and the root finding formula.
Second, the solution demonstration.
Solution: (x-5 2) 2=21 4, so x-5 2= 21 2 so x=(5 21) 2
3. Description: When formulating, you can find half of the coefficient of the term.
Solution: 20x 2-6x+3=0
x^2-3x/10+3/20=0 >>>More
[Cross multiplication.
>>>More
Because |x1-1|+|x2-2|+|x3-3|+…丨x2012-2012丨+|x2013-2013|=0 each term has an absolute value, so each term is greater than or equal to 0, and they add up to =0, so x1-1=0, x2-2=0......x2013-2013=0, x1=1, x2=2,...x2013=2013, so algebraic. >>>More
Solution: Multiply both sides of the equation by removing the denominator. >>>More