Csc Graph Asymptotes. Cosecant graph has period of length 2pi. The graph of cosecant which is shown in is similar to the graph of secant.
Where k is any integer value. The cosecant curves will point upward along the asymptotes where the sine function is positive and the cosecant curves will point downward along the asymptotes where the sine function is negative. Then you sketch in that reciprocal so you can determine the turning points and general shape of the secant graph.
The vertical asymptotes are at 180k.
Determining the asymptotes of a secant function Because the secant equals. The vertical asymptotes are at 180k. Use the basic period for to find the vertical asymptotes for. To graph the secant curve you first identify the asymptotes by determining where the reciprocal of secant cosine is equal to 0.
