First Order ODE Solver

Description| How it works



This app solves 1st order Ordinary Differential Equation (ODE) of the form:

y' + a(x)y = b(x)

Download

.xls file (92 KB) or .zip file (18 KB)

How to use

Enter the functions a(x) and b(x) into the cells B6 and B7, with the equal to sign.(Similar to keying in the function  f(x) in the Single Variable Calculus Tool). Key in the range into cells B11 and B12 and the initial condition into the cell B15.

The following screenshot shows the entries to be made for solving the equation

y' = cos(x) - ysin(x),

from x = 0 to x = 10 with the initial condition y(0) = 0. Here,

a(x) = sin(x) and

b(x) = cos(x)

Also See:

Second order ODE Solver

Coupled ODE Solver

Linear Equation Solver

Non-linear Equation Solver