Educator

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Example 1:

Draw a graph of the secant function. Label all zeroes, maxes, mins, and asymptotes. What is the period of the secant function?

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Example 2:

Find the values of secant and cosecant at the common angles in the first quadrant: 0, (π/6), (π /4),)(π/3), (π/2). Determine in which other quadrants the secant and cosecant are positive.

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Example 3:

Determine if the secant and cosecant functions are odd, even, or neither.

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Example 4:

Draw a graph of the cosecant function. Label all zeroes, maxes, mins, and asymptotes. What is the period of the cosecant function?

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Example 5:

Find the secants and cosecants of (5π/6)^R, 240^° , and (7π/4)^R.