On the axes, sketch the curveÂ
You must show the coordinates of the -intercept.
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On the axes, sketch the curveÂ
You must show the coordinates of the -intercept.
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One of these is the graph of for
Circle the letter above the correct graph.
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The graph of is translated to give the graph of .
Write down the vector that represents this transformation.
Â
Â
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The graph of is a reflection of the graph of .
Write down the equation of the mirror line.
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The graph of is translated by the vector .
Write down the equation of the translated graph.
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The diagram shows a sketch of the graph of
Write down the coordinates of the point .
On the same diagram, draw a sketch of the graph ofÂ
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Here is the graph of for Â
On the grid, sketch the graph of forÂ
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Here is the graph of for Â
On the grid above, sketch the graph of forÂ
Here is the graph of for Â
On the grid above, sketch the graph of forÂ
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The graph of for crosses the -axis in two places.
Write down the values of where this occurs.
...........................
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Sketch the graph of for .
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Here is the graph of for
In parts (a) and (b) the graph of is shown as a dashed line.
On the grid below, draw the graph of forÂ
On the grid below, draw the graph ofÂ
Rita tries to draw the graph of for
Here is her graph.
Give a reason why Rita’s graph is incorrect.
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The curve with equation   is reflected in the -axis.
Circle the equation of the reflected curve.
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The graph of , where is a positive constant, is shown above.
Find the value of .
The graph of for values of from is shown above.
On the same axes, draw the graph of for values of fromÂ
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The equation of a curve isÂ
is the point where the curve intersects the -axis.
State the coordinates of .
The equation of circle isÂ
The circle is translated by the vector to give circle .
Draw a sketch of circle .
Label with coordinates
   the centre of circle
   and any points of intersection with the -axis.
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The curve has equationÂ
The point is the maximum point on .
Write down the coordinates of .
The curve is transformed to the curve by a translation ofÂ
Find an equation for the curve .
The curve is transformed to the curve .
The curve has equation
Describe fully the transformation that maps curve onto curve .
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The graph of for is drawn on the grid below.
Find the value of , the value of and the value of .
a = .......................................................Â
= .......................................................Â
  c = .......................................................Â
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The equation of a curve is
The curve is transformed to curve under the translation
Find an equation of curve .
You do need to simplify the equation.
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Curve has equation
Curve is a reflection in the -axis of curve .
Work out the equation of curve .
Give your answer in the form       where and are integers.
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