1. Assertion(A): The point (1, 1) is the solution of x + y = 2 Reason (R) : Every point which satisfy the linear equation is a solution of the equation.
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Step-by-step explanation:
A and R are true but R is correct explanation of A
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Answer: Both the assertion and the reason are true.
Explanation: The linear equation x + y = 2 has a solution at the position (1, 1), according to Assertion (A). This is accurate since we can check that the equation is satisfied by substituting x = 1 and y = 1 into it. It is true that 1 + 1 Equals 2.
- Any location that fulfils the linear equation is a solution of the equation, according to Reason (R). The same applies here. Each point along the straight line that a linear equation represents in a coordinate plane will satisfy the equation. On the other hand, any point that fulfils the equation lies on the line it represents.
- The line that the equation x + y = 2 represents passes through the point (1, 1), and any other location on that line will likewise fulfil the equation. The claim and justification illustrate how a point and a linear equation are related, and they also show that any point that is the solution of a linear equation.
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