Linear Function
Define Linear Function.
Linear Function is mathematics are the function that represents linear relation between dependent variable and independent variable. The graph of these function is a straight line.
What is Linear Function with Example?
Various examples of the linear function are,
- y = 2x + 11
- x + y = 5
- -y = -x + 13, etc.
What is the Basic Linear Formula?
Standard Form of Linear Equation Formula is,
ax + b = 0
where, a ≠ 0 and x is the variable
What are the 4 Types of Linear Functions?
The four(4) general types of Linear Function are,
- Direct Variation
- Slope-Intercept Form
- Standard Form
- Point-Slope Form
What are Linear and Non Linear Function?
Linear Function are the function that have degree one. Whereas the function that have degree greater than one are called non-linear function for example, Parabolic Function, Hyperbolic Function, etc are non-linear function.
Linear Function
A linear function is a mathematical function that creates a straight line when graphed. It can be described by the formula: y = mx+b. A linear function in Algebra represents a straight line in the 2-D or 3-D cartesian plane. Hence this function is called a linear function. It is a function with variables and constant but no exponent value.
A linear function is represented as y = mx + c where y is the dependent variable and x is the independent variable. We know that for any function y = f(x) linear functions are also represented as, f(x) = mx + c
Let’s know more about Linear Function, Examples of Linear Function, equation and the graph of Linear function below.
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