Given x + y = 3, xy = - 10, then | X-Y|=
|x-y|^2=(x-y)^2=(x+y)^2-4xy=3*3-4*(-10)=9+40=49
|x-y|=7
RELATED INFORMATIONS
- 1. Given x + y = 3, xy = - 10, find (1) x ^ 2-xy = y ^ 2; (2) X-Y
- 2. If xy = - 3, x + y = - 1 / 3, then the value of X + (xy-4x) - 3Y is (),
- 3. If xy = - 3, x + y = - 1 / 4, then the value of X + (xy-4x) - 3Y is?
- 4. If x and Y in fraction XX + y are expanded to three times of the original, then the value of fraction XX + y is smaller______ .
- 5. If x + 4y-3z = 0; 4x-5y + 2Z = 0, then 2x-y + 3Z =?
- 6. Given {x + 4y-3z = 0,4x-5y + 2Z = 0, then 3y-5z of 2x-y + 3Z =?
- 7. The solution equation is as follows: {2x / 3 + 3Y / 4, 4x / 5 + 5Y / 6 = 7 / 15
- 8. -6x(2/3x-2/5y)+12y(-3/8x+1/3y)=?
- 9. Solution equation: (6x + 5Y) - (2x-3y) = 336
- 10. Solve the equation 2x + 5Y = 12,2x + 3Y = 6
- 11. We know that x + y = 10, xy = 24, 2x ^ 2 + 2Y ^ 2=
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- 13. Given x + y = 10, xy = 24, find the value of 2x + 2Y
- 14. Given that the square of X + xy = - 5 and the square of XY + y = 9, what is the value of the square of X + 2XY + y?
- 15. Let me also ask you a question: given X - xy = 8, XY - y = - 9, find the value of X + Y - 2XY
- 16. Given X / y = 3, what is the value of (x + XY) / y? It's a process
- 17. Given: x + y = - 9, xy = 5, find the value of √ Y / x + √ X / y
- 18. Given (x + y) 2 = 9, (X-Y) 2 = 5, find the value of x 2 + y 2
- 19. Given x + y = 12, xy = 9, x < y, find the value of (x ^ 0.5 - y ^ 0.5) / (x ^ 0.5 + y ^ 0.5) RT
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