1. A manager at a local fast-food restaurant has collected data on what her customers order...

  

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1. A manager at a local fast-food restaurant has collected data on what her customers order for lunch. Her data are listed in the table below. a) Use the data in the table below to estimate the joint and the marginal probabilities. Sample Space Entrée Estimate the following probabilities: Chicken Hamburger Totals. b) P(French Fries) = c) P(Hamburger) = d) P(French Fries and Hamburger) - e) List the General Addition Law. f) Estimate P(French Fries or Hamburger) g) List the formula for conditional probability. Side Order French Fries 100 400 500 Salad 300 200 500 Totals 400 600 1000 h) Estimate the P(French Fries | Hamburger) i) Based on your answers to (b) and (h), indicate if the events (French Fries) and (Hamburger) are independent or dependent. j) List the Multiplication Rule for Independent Events k) Are events (Chicken) and (Salad) independent? Use the Multiplication Rule for Independent Events to test for independence. Show your work. 1. A manager at a local fast-food restaurant has collected data on what her customers order for lunch. Her data are listed in the table below. a) Use the data in the table below to estimate the joint and the marginal probabilities. Sample Space Entrée Estimate the following probabilities: Chicken Hamburger Totals. b) P(French Fries) = c) P(Hamburger) = d) P(French Fries and Hamburger) - e) List the General Addition Law. f) Estimate P(French Fries or Hamburger) g) List the formula for conditional probability. Side Order French Fries 100 400 500 Salad 300 200 500 Totals 400 600 1000 h) Estimate the P(French Fries | Hamburger) i) Based on your answers to (b) and (h), indicate if the events (French Fries) and (Hamburger) are independent or dependent. j) List the Multiplication Rule for Independent Events k) Are events (Chicken) and (Salad) independent? Use the Multiplication Rule for Independent Events to test for independence. Show your work.

Answer rating: 100% (QA)

a b PFrench Fries 5001000 05 c PHamburger 6001000 06 d PF... View the full answer