Linear Differential Equation Problem/ODE/Non Exact Differential Equation

If ` y = e^(ax)` Show that ` x(dy)/(dx) = y log y . `

xdy/dx+ylogy=xye^x #EquationReducibeToLinearForm L745

dy/dx+ylogy/x-logy=0 #LinearEquation L678

If `x(dy)/(dx)=y(log y -logx+1),` then the solution of the equation is

xdy/dx=y(logy-logx+1) #HomogeneousDifferentialEquation L652

(dx-dy)/(x-y)の積分

if y=log_(10)x+log_(e)y then (dy)/(dx) is equal to | tuitionrocks

Q263 Solve ylogydx + (x-logy)dy = 0

dy/dx +ylogy/x =y(logy)^2/x^2 Bernoullis Differential Equation

Evaluate integral 0 to log 2 integrals 0 to x integral 0 to (x+\log y) e^{x+y+z}dx dy dz

If y = a^x^a^x...∞ , Prove that dy/dx = y² (log y)/x [1-y logx logy]

Double Integration: Integral of e^(x+y) dx dy, x = 0 to ln(y), y = 1 to ln(8)

find dy/dx when: y= log {x+√(x²-a²)}

y logy dx−x dy=0 || `y log y dx - x dy=0` || Solve ylogydx−xdy=0 || y log y dx – xdy = 0

The solution of `(dy)/(dx)+(y)/(x)logy=(y)/(x^(2))(logy)^(2),` is

dy/dx = x(2 log x + 1) / Sin y + y Cos y | Variable Separable | 4 marks problem @EAG

If `y= log (sin x)," find "(dy)/(dx)`. | Class 12 Maths | Doubtnut

Q254 Solve xlogx (dy/dx) + y = 2logx

Solve: xy'+ y= y^2 log x|| Example of Bernoulli's equation || Step-by-step solution.