# Calculator first order differential equation

## Differential equation y'=ay^2

$y′(x)=ay(x)2$

The general solution of the first order differential equation is:

$y\left(x\right)=\frac{a}{k-x}$

with the constant k and the initial values x0, y0:

$k=\frac{a}{{y}_{0}}+{x}_{0}$

### Calculator for the initial value problem: y'=ay^2 with the initial values x0, y0

Scale screen:
Number of digits =
Grid points:
Scale grid vectors=
Curve:
Grid:

Initial values

x0=
y0=

Parameter value

a=

Axes ranges

x-min=
x-max=
y-min=
y-max=

Parameter ranges

a-min=
a-max=

### Screenshot of the graph

Print or save the image via right mouse click.

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