A consumer's utility only depends on the consumption of goods A and B according to the following Cobb - Douglas utility function: U(A, B) = A3/5 B 2/5. The price of goods A and B are $10 and $10, respectively. The consumer has a budget of $1500 that he can use to consume the two goods. a) Calculate the optimal bundle and maximized utility for the consumer. b) A new tax of $5 is imposed on the price of good B. Compute the new optimal bundle of good A and B for the same consumer. What is the utility loss due to the tax? c) Show that the consumer would prefer a lump sum income tax that raises the same revenue of $200 as the tax on good B.

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Required information [The following information applies to the questions displayed below.] Consider the following narrative describing the process of filling a customer's order at a Starbucks branch: Identify the start and end events and the activities in the following narrative, and then draw the business process model using BPMN: the Starbucks customer entered the drive-through lane and stopped to review the menu. He then ordered a Venti coffee of the day and a blueberry muffin from the barista. The barista recorded the order in the cash register. While the customer drove to the window, the barista filled a Venti cup with coffee, put a lid on it, and retrieved the muffin from the pastry case and placed it in a bag. The barista handed the bag with the muffin and the hot coffee to the customer. The customer has an option to pay with cash, credit card, or Starbucks gift card. The customer paid with a gift card. The barista recorded the payment and returned the card along with the…

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