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linear equation in two variables is a mathematical expression that represents a straight line when plotted on a graph. It shows a constant relationship between two unknown values, usually called x and y. The Standard Form The most common way to write this equation is: ax + by + c = 0 In this format: x and y are the two variables. a, b, and c are fixed real numbers. Both a and b cannot be zero at the same time. Key Features The Power of One: The variables x and y always have an exponent of 1. You will never see x squared or y cubed in these equations.Straight Line: If you find different pairs of values for x and y that make the equation true and mark them on a coordinate plane, they will always form a perfectly straight line. Endless Solutions: There isn't just one answer. A single equation has infinitely many pairs of (x, y) that satisfy it. Every single point sitting on that line is a valid solution. Practical Example Imagine the equation: x + y = 10 This tells us that the sum of two numbers is 10. Some possible solutions are: If x is 5, then y must be 5. If x is 2, then y must be 8. If x is 10, then y must be 0.#LinearEquations #MathsClass10 #AlgebraBasics #CBSEMaths #DAVMaths #MathematicsEducation #Grade10Maths #MathsTutorial Exam Preparation & Revision #OneShotRevision #BoardExamPreparation #MathsRevision #Class10Boards #StudySmart #ExamTips #MathsShortcuts YouTu