Ordinary Differential Equations
Subject and UNIT: Probability and complex function: Unit V: Ordinary Differential Equations
This method is very useful in finding the general solution of the second order equation
Problems with Answer
Subject and UNIT: Probability and complex function: Unit V: Ordinary Differential Equations
Probability and complex function: Unit V: Differential equations : Exercise 5.1
Solved Example Problems | Ordinary Differential Equations
Subject and UNIT: Probability and complex function: Unit V: Ordinary Differential Equations
Probability and complex function: Unit V: Differential equations : Examples
Solved Example Problems | Ordinary Differential Equations
Subject and UNIT: Probability and complex function: Unit V: Ordinary Differential Equations
Probability and complex function: Unit V: Differential equations : general ode problems
Solved Example Problems | Ordinary Differential Equations
Subject and UNIT: Probability and complex function: Unit V: Ordinary Differential Equations
General method of finding the P.I. of any function f(x)
Solved Example Problems | Ordinary Differential Equations
Subject and UNIT: Probability and complex function: Unit V: Ordinary Differential Equations
Probability and complex function: Unit V: Differential equations : I(g) problems based on f(x) = x V type : Examples
Solved Example Problems | Ordinary Differential Equations
Subject and UNIT: Probability and complex function: Unit V: Ordinary Differential Equations
Probability and complex function: Unit V: Differential equations : Problems based on R.H.S. = eax X : Differential equations
Solved Example Problems | Ordinary Differential Equations
Subject and UNIT: Probability and complex function: Unit V: Ordinary Differential Equations
Probability and complex function: Unit V: Differential equations: 1. (e) problems based on R.H.S = xn : Examples
Solved Example Problems | Ordinary Differential Equations
Subject and UNIT: Probability and complex function: Unit V: Ordinary Differential Equations
Probability and complex function: Unit V: Differential equations : I. (d) problems based on R.H.S = eax + sin ax(or) eax + cos ax : Examples
Solved Example Problems | Ordinary Differential Equations
Subject and UNIT: Probability and complex function: Unit V: Ordinary Differential Equations
Probability and complex function: Unit V: Differential equations : problems based on P.I = 1 / f(D) sin ax or 1 / f(D) cos ax ⇒ Replace D2 by -a2 : Example
Solved Example Problems | Ordinary Differential Equations
Subject and UNIT: Probability and complex function: Unit V: Ordinary Differential Equations
Probability and complex function: Unit V: Differential equations : problems based on P.I.= 1/f(D) eax ⇒ Replace D by a : Example
Solved Example Problems | Ordinary Differential Equations
Subject and UNIT: Probability and complex function: Unit V: Ordinary Differential Equations
Probability and complex function: Unit V: Differential equations : problems based on r.h.s. of the given differential equation is zero. : Examples