![](data:image/svg+xml;utf8,<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 72 71" width="72"></svg>)
Let u = 2x + 2Y + XY + 8 and budget constraint be 5x + 10Y = 50; (2) The marginal effect of money; (3) Maximum effect
Lagolange:
L=2X + 2Y +XY + 8 - a (5X + 10Y - 50 )
Maximize it,
2+y-5a=0
2+x-10a=0
5X + 10Y = 50
therefore
x=6
y=2
a=0.8
So when the marginal effect of money is 0.8 = Du / d money
[here the currency is 50]
Maximum effect = 36
RELATED INFORMATIONS
- 1. Given that x ^ 2-y ^ 2 = XY, and XY ≠ 0, then XY ^ - 1 - x ^ - 1y (the minus 1 power of XY minus the minus 1 power of X, y)
- 2. If the square of x plus XY equals 2 and the square of y plus XY equals 7, then what is the square of x plus 2 and the square of XY plus y
- 3. If a is equal to the power of x minus the power of two times XY plus y, and B is equal to the power of x plus the power of two times XY plus y, then A-B is equal to
- 4. Let x > 0, Y > 0, x + y + xy = 2, then the minimum value of X + y is () A. 32B. 1+3C. 23-2D. 2-3
- 5. What is the minimum value of X + y? Let x ^ 2 + y ^ 2 = 4 find the minimum value of XY + 4 (x + y) - 2~
- 6. If x + y = 5, xy = 2, then x ^ 2Y + XY ^ 2 = ()
- 7. Given the equation of X, y | 6-x | + | X-2 | + | y + 2 | + | y + 3 | = 5, try to find the maximum and minimum value of XY It's still that sentence
- 8. Let x > 0, Y > 0, x + y-xy = 4, then the minimum value of 1 / x + 1 / y is
- 9. If XY is greater than 0, then x / Y () 0; if XY is less than 0, then x / Y () 0
- 10. If x of Y is greater than 0, y of Z
- 11. (1) , 1-xy + 4 / 4 x square y (2), 38.9-2 × 38.9 × 48.9 + 48.9 square (3), 34 square + 34 × 32 + 16 square
- 12. Square of (1 / 4) x + (1 / 3) XY + (1 / 9) y
- 13. (1 / 2)+____ ）Square of x = one fourth of X + one third of XY + one ninth of Y
- 14. Quarter x square + XY + y square
- 15. If the value of polynomial (2mx & # 178; - X & # 178; = 5x + 8) - (5x & # 178; - 3Y = 5x) has nothing to do with the value of X, find the value of M & # 179; - (2m & # 178; - (5m-4) + m)
- 16. If the value of polynomial 2mx2-x2 + 5x + 8 - (7x2-3y + 5x) is independent of X, the value of M2 - [2M2 - (5m-4) + M] is obtained
- 17. If the 2n-3 power + 1 = 0 of equation 8x is a linear equation with one variable, then the value of n is If the 2n-3 power of equation 8x + 1 = 0 Is a linear equation of one variable, then the value of n is
- 18. If 2x + y = 1, find the minimum value of x power of 4 + y power of 2
- 19. If the m-th power of the square of the monomial formula 3x multiplied by Y is the same as the 3-th power of the n-th power of 1 / 3 multiplied by X multiplied by Y, then M-N =?
- 20. If the n-th power of - 2mx is multiplied by the quadratic power of Y, which is the quintic monomial of X and y, we can find the value of M and n Why n + 2 = 5?