[Q] What is the Degree of a Linear Equation? ANSWER: In Algebra, the degree is the largest exponent of the variable in the given equation. The equations and polynomials are named based on their degree. If the equation has a degree of one, it is a linear equation. In short, the degree of linear equations is always one. For example, 3x + 10 = z, has a degree 1 so it is a linear equation. Linear equations are also called first degree equations, as the exponent on the variable is 1. “Degree” is also called “Order” sometimes. Linear equation: If the maximum power of the variable / variables in an equation is 1, then the equation is known as a linear equation. Example of linear equation is x+y=4. Degree: The maximum power variable of an equation is known as a degree: So, the degree of a linear equation is 1. What is the highest degree of a linear equation? The highest degree of a linear equation: The degree of the linear equation is the highest power of the variable in the linear equation. The standard form linear equation of two variables is Ax+By=C, where x and B are coefficients of x and y. The standard form linear equation of one variable is Ax=B, where x is the coefficient of x. The variable in the linear equation has degree 1. Therefore, a linear equation is also known as a one-degree equation.

Degree of a Linear Equation - eCareerPoint Blog

What is the Degree of a Linear Equation?

on: October 21, 2021In: JEE Question

[Q] What is the Degree of a Linear Equation? ANSWER: In Algebra, the degree is the largest exponent of the variable in the given equation. The equations and polynomials are named base... Read more

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