Question
Mathematics for Economy Question on Differential Equations
Let π¦ = π¦(π₯) be a solution curve of the differential equation
xdxdyβ=y ln ( xyβ ) , π¦ > π₯ > 0.
If π¦(1) = π 2 and π¦(2) = πΌ, then the value of dxdyβ at (2, πΌ) is equal to
A
Ξ±
B
2Ξ±β
C
2Ξ±
D
23Ξ±β
Answer
23Ξ±β
Explanation
Solution
The correct option is (D): 23Ξ±β