(4 points) In this problem, k and C are constants. Suppose a random variable X has range Rx = [0, kx]. Its CDF is given by the formula F(x) = C + 2 sin(3x) on the interval [0, kx]. Find the exact values of k and C. Note that if you found a range of [0, 2x], you would just enter 2 for k, not 2nt. Be very careful with parentheses for order of operations. Make sure to use forward slashes: e.g. 3/4 or (0.98*0.01) / (0.95) for fractions, not backslashes. (Webwork is not picky about spaces like Gradescope is, so don't worry about that, but it is picky about things like pairing parentheses correctly.) Give exact answers. You should preview to make sure you r answers were correctly entered. C= k=