Consider the number plane shown:
Identify the object that has the following coordinates:
\left(6, 2\right)
\left(4, 3\right)
\left(2, 6\right)
\left(9, 10\right)
Write the coordinates of the following objects:
Rabbit
Cat
Apple
Book
Consider the number plane shown:
Identify the object that has the following coordinates:
\left(1, 4\right)
\left(3, 6\right)
\left(5, 9\right)
\left(10, 1\right)
Write the coordinates of the following objects:
Kite
Car
Teddy bear
Bird
Consider the number plane shown:
Identify the object that has the following coordinates:
\left(8, 1\right)
\left(1, 0\right)
\left(9, 3\right)
\left(6, 10\right)
Write the coordinates of the following objects:
Star
Burger
Kite
Beach ball
Write down the coordinates of the following points:
Plot the following points on a number plane:
I \left(0, 6\right)
K \left(7, 6\right)
Consider the three points: A \left(3, 5\right), B \left(2, 8\right) and C \left(4, 2\right)
Plot these points on a number plane.
Which point is closest to the x-axis?
Which point is closest to the y-axis?
Consider the following number plane:
For all of the plotted points, is the x or \\ y-coordinate larger?
What does the x-coordinate and \\ y-coordinate of each point add up to?
Write down the coordinates of the vertices of each of the following shapes:
Describe in words, how to get to the point \left(9, 4\right) from the origin on the number plane.
Find the coordinates of the following points:
The point six units to the right of the origin.
The point four units above the origin.
The point five units to the right of \left(9, 6\right).
The point seven units to the left of \left(7, 8\right).
The point one unit to the left and eight units below the point \left(3, 10\right).
The point three units to the right and two units above the point \left(2, 5\right).
Which of the following points is furthest from the origin?
\left(0, 3\right)
\left(0, 10\right)
\left(6, 0\right)
\left(9, 0\right)
Consider the point with coordinates \left(4, 8\right). How many units above the origin is this point located?
Consider the point with coordinates \left(2, 7\right). How many units to the right of the origin is this point located?
Consider the point A \left(4, 6 \right). Find the coordinates of point A if it moves:
4 units to the right.
4 units to the left.
4 units upward.
4 units downward.
For each of the following, find the distance between the two points:
A \left(3, 6\right) and B\left(8, 6\right).
C \left(10, 2\right) and D \left(3, 2\right).
P \left(7, 5\right) and Q \left(7, 9\right).
R \left(9, 12\right) and S \left(9, 4\right).
Consider the points: A \left(2, 9\right), B \left(10, 9\right) and C \left(10, 5\right)
Plot the points on a number plane.
Find the length of A B.
Find the length of B C.
A triangle has vertices with coordinates A \left(5, 9\right), B \left(1, 2\right) and C \left(7, 2\right).
Plot the triangle ABC on a number plane.
Find the perpendicular height of the triangle if BC is the base.
Find the length of the base BC.
A quadrilateral has vertices with coordinates P \left(3, 8\right), Q \left(6, 8\right), R \left(1, 5\right) and S \left(8, 5\right).
Plot the quadrilateral PQRS on a number plane.
Find the length of PQ.
Find the length RS.
State what type of quadrilateral PQRS is.
A fire hose is turned on. The graph shows the height of the stream of water, in metres, in terms of its horizontal distance from the hose which is at the origin:
Write down the coordinates of point A.
Write down the coordinates of point B.
Write down the coordinates of point C.
The water reaches its maximum height at point C. Find the horizontal distance of point C from the hose.
What is the maximum height reached by the water?
The number of people that logged onto a new website over a 12-hour period was recorded every hour as shown by the following graph:
How many people were logged on when the site initially went live?
How many people were logged on 6 hours after the site went live?
After how many hours was the greatest number of people on the site recorded?
What was the greatest number of people recorded on the site?