The value of for . Find:
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The value of for . Find:
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The value of , for . Find:
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An angle M has the properties such that and . Find, in terms of and an expression for:
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Solve the equation for .
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Solve the equation for .
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Show that .
Use your result from part (a) to solve the equation
in the interval .
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Show that the equation can be written in the form , where and are integers to be found.
Hence, or otherwise, solve the equation
for
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Show that the equation
can be written in the form
Hence, solve the equation , for
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The graph below shows the function where .
The function is formed by translating the function 1 unit vertically downwards.
The function is formed by stretching the function by a factor of in the direction. The domain of remains the same as
Find the solutions to the equation , for and label them clearly on the graph of given above.
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