Domain And Range Of A Cot Graph

X pi 2 k pi where k is an integer.

Domain and range of a cot graph. The domains of both functions are restricted because sometimes their ratios could have zeros in the denominator but their ranges are infinite. Graph y cot x find the asymptotes. The range of cot x will be the set of all real.

Tap for more steps. All real numbers period pi x intercepts. S i n x is equal to 0 that is the values π n for all integers n.

The domain is all values of x x that make the expression defined. X πn x π n for any integer n n. Use the basic period for to find the vertical asymptotes for.

First here the graph of the cotangent function image source. All real numbers except k pi k is an integer. Iv maximum and minimum value is not defined for the cot 1 x.

Enjoy the videos and music you love upload original content and share it all with friends family and the world on youtube. Y c o t x c o s x s i n x is all real numbers except the values where. Hence the domain of cosec x will be r nπ where n i.

Domain of sin x and cos x in any right angle triangle we can define the following six trigonometric ratios. I cot 1 x is bounded in 0 π ii cot 1 x is a neither odd nor even function. To make the students to understand domain and range of a trigonometric function we have given a table which clearly says the domain and range of trigonometric functions.