| Draw the graph of an area bounded by a straight line with a slope of -1. | |
[1] | | Draw the graph of 2 different straight lines that are perpendicular and meet at the point (0,-2). | |
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| Draw the graph of the straight line that includes the origin (0,0) and (9,9). | |
[1] | | Draw the graph of the straight line that includes the points (0,3) and (-10,-7). | |
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| Draw the graph of 2 different straight lines that are perpendicular and meet at the point (0,6). | |
[1] | | Draw the graph of the area 5 > x ≥ 2 | |
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| Draw the graph of the equation y = 4x+11 and draw another straight line that is parallel to (never touches) it | |
[1] | | Draw the graph of 2 straight lines that are perpendicular and one has a slope of 5. | |
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Draw the graphs of these equations:
y = x-5 and y = 4x-6
and then plot the point where these lines intersect. | |
[1] | | Plot the points (4,11) and (-2,-5) and then plot the point whose coordinates are the average of the coordinates of these 2 points | |
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