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Part C: Linearity

A linear system is as follows:

When two separate signals x(t) and y (t) enter two systems individually and their outputs are separately multiplied by constants a and b and the added .The resulting signal after addition can be called z(t).

Now if we multiply x(t) and y(t) by a and b respectively and then add them and let them enter the system.Let us call the resulting output w(t).

If w(t) and z(t) are same then the system is called a Linear system

If w(t) and z(t) are different ,then the system is called a Non Linear system.


Example of a Linear system:

x1 (t) --->SYSTEM----> X a ---

Alumni Liaison

Correspondence Chess Grandmaster and Purdue Alumni

Prof. Dan Fleetwood