Question: A bug is crawling around the Cartesian plane. Let x=2cos(t) be the function denoting the x-coordinate of the bug's position as a function of time,

A bug is crawling around the Cartesian plane. Let x=2cos(t) be the function denoting the x-coordinate of the bug's position as a function of time, t, and let y=2sin(t) be the y-coordinate of the bug's position at time t. What path does the bug follow?NOTE: Enter exact answers.The bug follows the path of a circle with radius traveling The bug starts (when t=0) at the point After t=0, the bug next reaches the starting point whent=

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