Linear Graph

Find the values:

$y=3x+1$

Find the values:

$2x+y-6=0$

Find the values:

$y=x+3$

Draw the graph of $y=2x+5$.

A line passing through $(4, -2)$ and intersects the Y-axis at $(0, 2)$. Find a point on the line in the second quadrant.

If the points $P(5,3) Q(-3,3) R(-3,-4)$ and $S$ form a rectangle, then find the coordinate of $S$.

Draw the graph of the following equations $y=6$.

Consider the number of angles of a convex polygon and the number of sides of that polygon. Tabulate as follows:

Use this to draw a graph illustrating the relationship between the number of angles and the number of sides of a polygon.

Draw the graph of the lines $y=x, y=2x, y=3x$ and $y=5x$ on the same graph sheet. Is there anything special that you find in these graphs?

Draw a graph for the following data:

Does the graph represent a linear relation?

Draw the graph of $y=x-4$.

Draw the graph of $y=-3x$.

Draw the graph of the following equation: $x=-7$.

Find the point of intersection of the line joining points $(-3,7) (2,-4)$and $(4,6) (-5,-7)$. Also, find their intersection with the axis.

A line passes through $(6,0)$ and $(0,6)$and another line passes through $(-3,0)$ and $(0,-3)$. What are the points to be joined to get a trapezium?

Will a line pass through$(2,2)$ if it intersects the axes at $(2,0)$and $(0,2)$.

$y=-9x$ not passes through the origin.

The points$(1,1) (2,2) (3,3)$ lie on a same straight line.

The intersecting point of the line $x=4$and $y=-4$ is _____.

$y=px$ where $p\in z$ always passes through the _____.