The intersection point of two lines on the graph indicates that the solution of two linear equations is undefined.

True

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False

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Solution

The correct option is B False
The intersection point of the lines of two linear equations always gives solution which is defined.

Intersection point will have coordinates (x,y) which is the solution.

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Similar questions

S1 : The graph of a linear equation is a straight line

S2 : The solution of a pair of linear equations is a point common to two lines.

Q. We have a linear equation :
2x + 3t - 8 = 0 . Write another linear equation in two variable x and y such that the geometrical representation of the pair so formed is intersecting lines .
Now , write two more linear equation s o that two more linear equation so that one forms a pair of parallel lines and the second forms councident line with the given equation .

A unique solution for a pair of linear equations is obtained if

S1 : the graphs of the equations have only one point of intersection.

S2 : The ratio of coefficients of the two variables is equal.

Q. The intersecting point of the graphs of the given two linear equations is

If the equations in a system of two linear equations in two variables are graphed, each graph will be a line. Which of the following System of Linear equations will have only one solution ?

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The intersection point of two lines on the graph indicates that the solution of two linear equations is undefined.

The correct option is B FalseThe intersection point of the lines of two linear equations always gives solution which is defined. Intersection point will have coordinates (x,y) which is the solution.

The correct option is B False
The intersection point of the lines of two linear equations always gives solution which is defined.

Intersection point will have coordinates (x,y) which is the solution.