On the axes, sketch the curve
You must show the coordinates of the -intercept.
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On the axes, sketch the curve
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.
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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 .
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On the same diagram, draw a sketch of the graph of
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Here is the graph of for
On the grid, sketch the graph of for
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Here is the graph of for
On the grid above, sketch the graph of for
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Here is the graph of for
On the grid above, sketch the graph of for
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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 for
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On the grid below, draw the graph of
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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 .
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The graph of for values of from is shown above.
On the same axes, draw the graph of for values of from
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The equation of a curve is
is the point where the curve intersects the -axis.
State the coordinates of .
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The equation of circle is
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 equation
The point is the maximum point on .
Write down the coordinates of .
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The curve is transformed to the curve by a translation of
Find an equation for the curve .
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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 = .......................................................
= .......................................................
c = .......................................................
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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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