Find each of the following probabilities: a. P(E): The probability someone has coffee shop experience b. P(F): The probability someone is available full-time c. P(not E): The probability someone has no coffee shop experience d. P(E&F): The probability someone has coffee shop experience and is available full-time e. P(F/E): The probability someone is available full-time given that they have coffee shop experience f. P(not F/ not E): The probability someone is available part-time given they have no coffee shop experience. 7. Assume you have a desk drawer that contains seven pencils, four pens, and five markers. Calculate: a. The probability of selecting a pen out of the drawer. b. The probability of not selecting a marker. c. The probability of selecting a marker on the first draw, then selecting a pencil on the second draw (without replacement). d. The probability of selecting either a pencil or a marker. c. Which of the above scenarios is/are a joint probability? Circle: a b c d 8. If you have 6 flavors of ice-cream, how many different kinds of double-dip cones can you make? (Chocolate on vanilla and vanilla on chocolate count as two different kinds of cones. In other words, order matters.)