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The derivative of highest order in the given differential equation is `y'''` whose order is `3` and degree is `1`. So the order is `3` and degree is `1` of the differential equation.**What is differential equation and order and degree of a differential equation**

**Linear and nonlinear differential equation**

**General form of 1st order and 1st degree differential equation; geometrical interpretation and the solution**

**Solve: `dy / dx = sin^3x cos^2x + x e^x`**

**Differential Equations of the type `dy / dx = f(y)`**

**Solve: `dy / dx = sin^2y`**

**Formation Of Differential Equations**

**Form the differential equation of the family of curves represented `c(y + c)^2 = x^3`, where c is a parameter.**

**Find the differential equation that represents the family of all parabolas having their axis of symmetry with the x-axis.**

**Solution; general solution and particular solution**