Assume that the amount of money professional gamers spend on tech devices per year has an unknown distribution with a mean of 1899 dollars and a standard deviation of 120 dollars. A gaming website claims most gamers spend more per year on tech devices. If a statistician, who works for the gaming website, randomly selects 36 gamers, what is the probability that the average spent per year on tech devices is greater than 1920 dollars? Drag and move the blue dot to select the appropriate probability graph area from the four options on the left. (Note - there are four graphs available to choose from. Only select between less than, greater than, and area between graphs.); Use the Central Limit Theorem to find x and x ; Calculate the z -score for x = 1920 and move the slider along the x -axis to the appropriate z -score; The purple area under the curve represents the probability of the event occurring. Interpret the purple area under the curve. Round your answers to three decimal places