How to find linier and non linier differential equation?
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Linear Equations
* A simple linear equation is of the form: y = mx + c
* A linear equation looks like a straight line when graphed.
* It has a constant slope value.
* The degree of a linear equation is always 1.
* Superposition principle is applicable to a system characterized by a linear equation.
* The output of a linear system is directly proportional to its input.
Non-Linear Equations
* A simple non-linear equation is of the form: ax2 + by2 = c
* A non-linear equation look like a curve when graphed.
* It has a variable slope value.
* The degree of a non-linear equation is at least 2 or other higher integer values. With the increase in the degree of the equation, the curvature of the graph increases.
* Superposition principle does not apply to the systems characterized by non-linear equations.
* The input and output of a non-linear system is not directly related.
* A simple linear equation is of the form: y = mx + c
* A linear equation looks like a straight line when graphed.
* It has a constant slope value.
* The degree of a linear equation is always 1.
* Superposition principle is applicable to a system characterized by a linear equation.
* The output of a linear system is directly proportional to its input.
Non-Linear Equations
* A simple non-linear equation is of the form: ax2 + by2 = c
* A non-linear equation look like a curve when graphed.
* It has a variable slope value.
* The degree of a non-linear equation is at least 2 or other higher integer values. With the increase in the degree of the equation, the curvature of the graph increases.
* Superposition principle does not apply to the systems characterized by non-linear equations.
* The input and output of a non-linear system is not directly related.
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