Linear Function

What is a Linear Function?

Definition and meaning of Linear Function

A linear feature is a mathematical Expression which, whilst graphed, will Form a instantly line. A linear Characteristic is a simple Function usually composed of Constants and easy Variables without exponents as in the example, y = mx b.

This kind of feature is popular in economics because of its simplicity and simplicity in managing.

What Does Linear Function Mean?

A linear feature is actually a sySTEM for a directly line while solved and all the variables are replaced with Constants. The base equation of a linear feature is y = mx b where:

• “y” is the Dependent Variable; commonly the one we are solving for thus it's far positioned to the left of the equal Signal
• “x” is the independent which we manage to get one-of-a-kind end result of y
• “m” is the coefficient of the unbiased variable which determines the fee of cHange of “y”·
• “b” is the steady term or the y intercept

In a linear equation, if you increment the unbiased variable and plot the points on a graph, you get a straight line.

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