# Differential Equations – Bernoulli’s Equation

Differential Equations – Bernoulli’s Equation An equation of the form . Where P and Q are Functions of X only and n ≠ 0, 1 is known as Bernoulli’s Equation. It is easy to reduce the equation into linear form as below on dividing both sides by yⁿ. We get . Put y¹⁻ⁿ = z. Read more about Differential Equations – Bernoulli’s Equation[…]

# Differential Equations – Variables Separable Method

Differential Equations – Variables Separable Method Equations in which the variables are separable are those equations which can be expressed that the coefficient of dx is only a function of x and that of dy is only a function of y. Thus, the general form of such an equation is f(x) dx + g(y) dy Read more about Differential Equations – Variables Separable Method[…]