Name: Notes for Applied Mathematics-1 - M-1 by Aditya Ravi
Rating: 4.1 (230 reviews)
Author: Aditya Ravi

First order differential equations, arithmetic problems

Differential Equation

Equation reduceable to separable form, homogeneous function, homogeneous differential equation, non-homogeneous equation reducable to separable equation

Separable Differential Equation

condition of exactness, Defination of integrating factor, Rules for finding Integrating factor

Exact Differential Equation

Linear differential equation, Equation reducable to linear form

Linear Differential Equation

Bernoulli's equation and application to Electrical circuits

Bernoulli S Equation And Application To Electrical Circuits

Modeling Of Electric Circuits

Linear differential equation of second order

Linear Differential Equation Of Second Order

Homogeneous equation with constant co-efficient, Euler-Cauchy equations, non-homogeneous equations

Homogeneous Equation With Constant Co Efficient Euler Cauchy Equations

Solution By Undetermined Co Effficient

Solutions By Variation Of Parameters

Student at Silicon Institute Of Technology SIT

Aditya Ravi

B.Tech

Notes for Applied Mathematics-1 - M-1 by Aditya Ravi

Notes for Applied Mathematics-1 - M-1 by Aditya Ravi

BPUT ·

M-1