Use squared paper or graph paper to plot and label the following points.
Name the quadrant in which each of these ordered pairs is located.
Write down which point (A, M, and so on) is given by each of the ordered pairs below.
Write down the ordered pair for each point given on the axis below.
Connect each sequence of points with a line. Identify the shape.
Plot and join the points in the given order. Complete the picture by joining the end points. Identify the mystery picture.
Answer :
Convert each of the following equations to standard form.
Use a table like the one below to draw a graph for each equation in (a)–(f).
The following table shows the linear relationship between x and y. Determine the equation of the line passing through the points given.
The standard form of a straight-line graph is y = m x + c.
State the values of m and c in the following equations.
In each of the following state the value of the gradient and the direction in which the line will slope.
Write down the slope of each line and label the slope (gradient) m.
Given the two equations y = −3x + 3; y = −3x − 3, draw the graphs of these equations on the same set of axes, clearly showing all intercepts.
For the lines represented by the equations below, state the y-intercept and the x-intercept.
