- #1
alchal
- 3
- 0
QUESTION:
Solve the separable differential equation
dy/dx = sqrt(4y+64), Initial Condition: y(4)=9,
and find the particular solution satisfying the initial condition.
MY ATTEMPT:
(dy/dx)^2 = 4y+64
((dy/dx)^2)-4y = 64
,/' (((dy/dx)^2)-4y) dx = ,/' 64 dx
Is this the right method? If so, not sure how to integrate (dy/dx)^2
Any suggestions?
Solve the separable differential equation
dy/dx = sqrt(4y+64), Initial Condition: y(4)=9,
and find the particular solution satisfying the initial condition.
MY ATTEMPT:
(dy/dx)^2 = 4y+64
((dy/dx)^2)-4y = 64
,/' (((dy/dx)^2)-4y) dx = ,/' 64 dx
Is this the right method? If so, not sure how to integrate (dy/dx)^2
Any suggestions?