 Hello and welcome to this session. In this session, we discuss the following question which says, represent the following system of linear equations graphically from the graphs finding points where the lines intersect right axis and the system of linear equations given to us is 3x plus y minus y equal to 0, 2x minus y minus y equal to 0. Now let's move on to the solution. The given equations are 3x plus y minus pi equal to 0 and 2x minus y minus pi equal to 0. Let this be equation 1 and this be equation 2. Now we shall draw the graphs of the equations 1 and 2 by finding two solutions for each of these equations. First let's consider the equation 3x plus y minus pi equal to 0. Now we shall make a table to find the solutions for this equation. So when we put x equal to 0 in this equation we get y equal to 5 and on putting x equal to 1 in this equation we get y equal to 2. So now from this table for solutions of this equation we get two points that is we point a with coordinates 0, 5 point b with coordinates 1, 2. Now let's consider the equation 2x minus y minus pi equal to 0 in the same way by drawing the table we shall find the solution for this equation. When we put x equal to 1 in this equation we get y equal to minus 3 and for x equal to 2 we get y equal to minus 1. So from here we get two points c 1 minus 3 and point d 2 minus 1. Thus we have got these four points a b c d. Now we plot these four points of the graph. So we have plotted these points a b c d. Now we join the points a and b to get the line a b and the point c and d to get the line c d. So we have got these two lines a b and c d. a b represents the equation 3x plus y minus pi equal to 0 and c d represents the equation 2x minus y minus pi equal to 0. So we write a b represents 3x plus y minus pi equal to 0 and c d represents 2x minus y minus pi equal to 0. Now as you can see these two lines a b and c d intersect at this point that is point d with coordinates 2 minus 1. Thus we have a b and c d intersect at point d with coordinates 2 minus 1. Now next we have from the graph find the points where the lines intersect y axis. As you can see this line a b intersects the y axis at this point that is point a with coordinates 0 5 and the line c d intersects the y axis at this point let this be point e with coordinates 0 minus 5. So we write a b intersects y axis at point a with coordinates 0 5 and c d intersects y axis at point e with coordinates 0 minus 5. Thus our final answer is 3x plus y minus pi equal to 0 intersects y axis at point a with coordinates 0 5 and the line 2x minus y minus 5 equal to 0 intersects y axis at the point e with coordinates 0 minus 5. So this completes this session. Hope you have understood these solutions for this question.