Identify the basic trigonometric function graphed and determine whether it is even or odd. A graphing utility has a horizontal axis labeled from negative 2 pi to 2 pi in increments of pi divided by 2 and a vertical axis labeled from negative 4 to 4 in increments of 1. The graph shows a series of unconnected curves that fall from upper left to lower right, separated by vertical asymptotes with period pi. Within each period, the graph falls steeply from left to right near the left vertical asymptote, then falls less steeply near y = 0, and then falls steeply again as it approaches the right vertical asymptote. One of the curves that is between the asymptotes at x = negative pi and x = 0 passes through the point (negative pi divided by 3, negative 0.6). Another curve that is between the asymptotes at x = 0 and x = pi passes through the point (pi divided by 3, 0.6) All coordinates are approximate. Question content area bottom Part 1 The trigonometric function is cosecant x comma cosine x comma cotangent x comma tangent x comma secant x comma sine x comma which is even. odd