Question
The domains of the restricted trigonometric functions are the same as the intervals on which the nonrestricted functions complete one cycle. True or False?
The domains of the restricted trigonometric functions are the same as the intervals on which the nonrestricted functions complete one cycle.
True or False?
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Kevin
False
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The answer is false.
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Koala Tutor
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True. The domains of the restricted trigonometric functions are determined by the intervals on which the nonrestricted functions complete one full cycle. For example, the domain of the restricted sine function is -1 ≤ sin(x) ≤ 1, which corresponds to one full cycle of the nonrestricted sine function.
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