Explain the difference between the linear and non-linear equations.
Linear Equation An algebraic equation is said to be linear in which each term is either a constant or the product of a constant and the first power of a single variable. One or more variables can be involved in the linear equations. e.g. x+3y+z=0 2x-y+4z=7 etc. Non-Linear Equation An equation is said to Non-Linear equation if it is not linear. Equations involving the power of the variable 2 or higher, transcendental, logarithmic and trigonometric equations etc lie in the category of Non-Linear equations. e.g. x2+5x+3=0 sinx+3y+9=0 xlogx-7x+4y=2 etc.
Linear Equation An algebraic equation is said to be linear in which each term is either a constant or the product of a constant and the first power of a single variable. One or more variables can be involved in the linear equations. e.g. x+3y+z=0 2x-y+4z=7 etc. Non-Linear Equation An equation is said to Non-Linear equation if it is not linear. Equations involving the power of the variable 2 or higher, transcendental, logarithmic and trigonometric equations etc lie in the category of Non-Linear equations. e.g. x2+5x+3=0 sinx+3y+9=0 xlogx-7x+4y=2 etc.
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