Suppose a certain candy is made up of red, yellow, green, blue, orange, and brown pieces. Complete parts a) through c) below. a) If someone draws one piece of candy, are the events of getting a brown one and getting a blue one disjoint, independent, or neither? O A. The events are disjoint because brown candies cannot influence blue candies. O B. The events are neither disjoint nor independent because drawing a brown candy increases the chances of drawing a blue candy. O c. The events are independent because a single draw cannot be both brown and blue. O D. The events are independent because brown candies cannot influence blue candies. O E. The events are neither disjoint nor independent because drawing a brown candy decreases the chances of drawing a blue candy. O F. The events are disjoint because a single draw cannot be both brown and blue. b) Assume there is an infinite supply of these candy pieces from which to draw. If someone draws two pieces one right after the other, are the events of getting a yellow on the first and a yellow on the second disjoint, independent, or neither? O A. The events are disjoint because two draws from an infinite supply of candies do not influence each other. O B. The events are independent because drawing a yellow candy the first time means it is impossible to draw a yellow the second time. O C. The events are independent because two draws from an infinite supply of candies do not influence each other. O D. The events are disjoint because drawing a yellow candy the first time means it is impossible to draw a yellow the second time. O E. The events are neither disjoint nor independent because drawing a yellow candy on the first draw increases the chances of drawing a yellow candy on the second draw. O F. The events are neither disjoint nor independent because drawing a yellow candy on the first draw decreases the chances of drawing a yellow candy on the second draw.