R.K. Singh Solutions for Chapter: Graphic Representation of Straight Lines, Exercise 1: Model Questions

If we draw the graph of equations $2 x+2 y=10$ and $x+y=5$ then the graph will be:

If we draw the graphs of two equations $x+y=6 \& 2 x+3 y=16$ on the same graph paper what will be the coordinate of intersecting point.

In a city the taxy fare is as : $8 \mathrm{Rs}.$ for $1^{\text{st }}\mathrm{km}$ and then $5 \mathrm{rupees}$ per $\mathrm{km}$. If the covered distance is $x \mathrm{km}$ and the total fare is $y$ rupees then its graph will be :

If the graph of equations $3x+4y=10 \& 2x-2y=2$ intersect each other then what will be intersecting point.

If graph of equations $3x-5y=4 \& 9x-2y=7$ intersect each other then the intersecting point will be:

If we draw the graph of equations $y=x$ and $y=x+3$ then these graph lines will be _____ to each other.

If graphs of equations $y=2x$ and $y=2x+4$ be drawn then graph of lines will be :

If the graph of equations $3y-x=6 \& 3x+5y=38$ intersect each other at a point then the coordinates of intersecting point will be