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Supermarket customers load their carts with goods totaling between $5 and $200 uniformly (continuously) distributed; call this the raw order amount. Assume that customers purchase independently of each other. At checkout 63% of customers have a loyalty card that gives them 4% of their raw order amount. Also at checkout, 18% of customers have coupons that give them 7% of their raw order amount. These two discounts occur independently of each other, and a given customer could have one or the other of them, both of them or neither of them, to get to their net order amount (what they actually pay). Construct a spreadsheet simulation to simulate 100 customers and collect statistics on the net order amount; these statistics should include the average, standard deviation, minimum, maximum, and a histogram to describe the distribution of the net amounts between $0 and $200. (HINT: to decided whether a customer gets a loyalty discount, explore the Excel IF function with the first argument's being a random number RAND() distributed uniformly between 0 and 1; do similarily to decide on a coupon discount.
A fast-food restaurant buys hamburger buns from a national bakery supplier. The daily usage of buns at the restaurant is normally distributed with an average of 160 and standard deviation
Which of the following does not impact the amount of inventory carried:
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