Introduction to Coordinate geometry

The ordinate of the point $(-5,\mathrm{}3)$ is _____.

The square of abscissa of point $\mathrm{P}\left(0,-3\right)$ is $0$.

In the above figure, if coordinates of point $P$ are $\left(x,y\right)$ then find the value of ${\left(x+y\right)}^2$.

Find the co-ordinates of points $P, Q, R$ and $S$ from the given figure.

What is the equation of $x$ axis?

Four students plotted line $y=-4$ as shown below.

Who plotted the line$y=-4$correctly?

Kiran plotted two points P ($ -$2, 3) and Q (0, $ -$4) on a graph sheet.

Which of these graph sheets shows the points P and Q plotted correctly?

Ashwin, Rama, Rajani and Vinu are plotting points P($ -$4, 3) on a graph paper.

Shown below is how they moved their pencil tips from origin (0, 0) to locate the coordinates of P on the graph sheet.

Who located the point P($ -$4, 3) correctly?

Arun plotted graph of a line y = 4x – 1 on a graph sheet.

Which of the following coordinates lie on the line y = 4x$ -$1?

A point $\mathrm{P}$ plotted on a graph sheet is shown below. $\mathrm{O}$ is the origin.

The length of the line segment $\mathrm{OP}$ is _____ units.

Shown below is the line PQ plotted on a graph sheet. The coordinates of P is (0,5) and that of Q is (5, 0).

If a point R is marked on the line PQ such that its x-coordinate is 3, then its y-coordinate is _____.

The area of the given triangle is  _____ sq.units.

The area of the given parallelogram is  _____ sq.units.

The area of the given rectangle $\mathrm{ONML}$ is _____ square units.

The distance between the line $XY$ and the $x$-axis is _____ units.

The distance between the line AB and the y-axis is  _____ units.

The distance between the line AB and y-axis is 3 units.
Similarly, the distance between the line CD and x-axis is _____ units.

Identify the true statement for the given graph

Identify the true statement for the given graph

Identify the statement which is true for the given graph