Write down inequalities to fully define the shaded region.
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Write down inequalities to fully define the shaded region.
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The sketch shows the lines and
Which pair of inequalities describes the shaded region?
Tick one box.
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Joe draws this graph to identify the region represented by
and and
Make two criticisms of his graph.
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Show, by shading on the grid, the region defined by all three of the inequalities
Label the region
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Show, by shading on the grid, the region that satisfies all three of the inequalities
Label the region
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The region , shown shaded in the diagram, is bounded by four straight lines.
Write down the inequalities that define .
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The diagram shows two straight lines drawn on a grid.
Show, by shading on the grid, the region defined by all five of the inequalities
Label the region .
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The diagram shows a rectangle with a line of symmetry at .
Two vertices of the rectangle are at and .
The shaded region is defined by the inequalities and .
Find the values of and .
................................................
................................................
................................................
................................................
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By shading the unwanted regions of the grid, draw and label the region which satisfies the following three inequalities.
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By shading the unwanted regions of the grid, find and label the region R that satisfies the following four inequalities.
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The lines and are drawn on the grid.
On the grid, mark with a cross (x) each of the points with integer coordinates that are in the region defined by
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Write down the three inequalities that define the shaded region.
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Show, by shading on the grid, the region defined by all three of the inequalities
Label your region .
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On the grid, identify the region represented by
Label the region R.
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On the grid, draw and label the straight line with equation
Show, by shading on the grid, the region that satisfies all three of the inequalities
Label the region .
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The diagram shows two straight lines drawn on a grid.
Show, by shading on the grid, the region defined by all five of the inequalities
Label the region .
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The region , shown shaded in the diagram, is bounded by three straight lines.
Write down the three inequalities that define the region .
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The graph of 3y + 6x = 13 is drawn on the grid.
The region R satisfies these inequalities.
By drawing two more straight lines, find and label the region R.
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The graphs of and are drawn on the grid.
The region R satisfies the following inequalities.
By drawing one more line, find and label the region R.
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The diagram shows the lines and
The region R satisfies these inequalities.
By drawing a third straight line, find and label the region R that satisfies these inequalities.
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Given that and are integers such that
and
find all the possible values of .
On the grid below show, by shading, the region defined by the inequalities
Mark this region with the letter .
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On the grid, shade the region that satisfies all these inequalities.
Label the region .
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On the grid, shade the region that satisfies all these inequalities.
Label the region .
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On the grid show, by shading, the region that satisfies all three of the inequalities
Label the region .
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The shaded region in the diagram is bounded by three lines.
The equation of one of the lines is given.
Write down three inequalities that define the shaded region.
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The region , shown shaded in the diagram, is bounded by three straight lines.
Write down the three inequalities that define .
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The shaded region in the diagram is bounded by three lines.
The equation of one of the lines is given.
Write down the three inequalities that define the shaded region.
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Region R satisfies these inequalities.
By drawing three straight lines on the grid, find and label the region R.
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The diagram below shows a 1cm coordinate grid.
Find an inequality that defines region A and another inequality that defines region B.
Shade the region on the grid given by the inequality
A fourth shaded region, given by the inequality
is added to the grid.
The unshaded region now has area 23cm2.
Find the value of.
= .............
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Find the three inequalities that define the region .
Find the point , with integer co-ordinates, inside the region such that .
( .............. , .............. )
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