Suggest the following game. A fair four-sided die with the outcome space {1, 2, 3, 4} is rolled. If the outcome is odd, the player gets a number of dollars equal to the outcome on the die. If the outcome is even, the player spins the balanced spinner that has the scale from 1 to 2 and gets the number of dollars related with the point selected by the spinner. Let X denotes the amount of money the player receives. Determine the cumulative distribution function (the equation) of X? NOTE: This will most likely be a mixed distribution due to the spinner.