Domain And Range Of Trigonometric Functions Examples

X r 3 π 2 π 2 π 2 3 π 2 5 π 2 we will get all real values for y. In the same way for cot x if we substitute values for x such that. Notice that the domain is the same as the domain for y tan x because the graph was stretched vertically which does not change where the vertical asymptotes occur.

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We then looked at the domains and ranges of trigonometric functions based on their definitions.

Domain and range of trigonometric functions examples. The range of a function is the set of outputs that a function generates given the domain. In the trigonometric function y tan x if we substitute values for x such that. Since cos x frac 3 5 we have sec x frac 5 3.

Let s look at some examples on domain and range of trigonometric functions now. Notice that the range is simply shifted down 3 units. Find the domain and range of y 3 tan x solution.

If cos x frac 3 5 where x lies in the third quadrant then find the values of other five trigonometric functions. X r. So the range of tan x is all real values.

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