Question 2  Price elasticity of demand and the illegal market for meth in Wyoming Draw the (illegal) market for meth in Wyoming. Since meth is highly addictive the demand is very inelastic. Supply is more elastic than demand. Label the equilibrium price and quantity, P* and Q*, respectively.  Now imagine that the Wyoming police manages to discover, raid and shut down a big meth producing lab. Add a new curve to your market diagram to show what happens as a result of this successful police work. Also comment on what is bigger: the change in price or the change in quantity ; and why that is the case  We saw in our lectures that legalizing cocaine would likely drop the street price of cocaine by an estimated 95%. Assuming the street price of meth would drop equally if legalized, what percentage change in quantity demanded of meth would we expect if the price elasticity of demand of meth is - 0.1?

QUESTION 1 Firms A, B, and C were all selling 1,000 cups of coffee per day at $3.50 per cup, but in the following week they all changed their prices. This gave their managers some information about the elasticity of demand in their local market, though they have to be careful to recognize that other factors might also have affected demand. The table below shows the change in sales as a result of their new prices; they made no other changes. Complete the table by calculating the revenue, cost of goods sold (COGS), and gross margin for each firm. Firm Baseline A B C Price per Cup $3.50 $3.00 $4.00 $2.50 Cups Sold 1,000 1,140 830 1,500 Revenue $3,500 $0 0 0 COGS @ $0.35 per Cup $350 $0 $0 $0 Gross Margin $3,150 $0 $0 $0 Coffee prices are going up, and Firm B is trying to decide whether to pass on to customers a cost increase of 10¢ per cup-to $0.45 per cup. What will be their new gross margin if they don't pass on the cost increase and demand remains unchanged? $ 0 What will be their new…

Consider the market for Caribbean cruises. In the wake of the COVID-19 pandemic, the cruise companies take the following actions. First, they implement testing and tracing programs to limit the potential of COVID outbreaks on ships to occur and to spread. Second, they engage in widespread advertisement of their new and state of the art safety precautions. Using a generic model of supply and demand, show and describe how you would expect these initiatives would affect the market for cruises. Be sure to explain why which curves are shifting, and discuss changes to market equilibrium.

part D

Suppose a movie theater determines that the elasticity of demand for movie tickets is -2.0 for senior citizens and –1.5 for adults under age 65, and the marginal cost is $2 per consumer.  Use the Lerner index to determine how much senior citizens should be charged and how much adults under age 65 should be charged. A different movie theater, which faces the same marginal costs, charges consumers $6 for matinee movies and $10 for evening movies.  Use the Lerner Index to calculate the price elasticity of demand for matinee consumers and evening consumers.

Consider a town in which only two residents, Jacques and Kyoko, own wells that produce water safe for drinking. Jacques and Kyoko can pump and sell as much water as they want at no cost. For them, total revenue equals profit. The following table shows the town's demand schedule for water. fill in every blank!! NOTE: options for first drop down question is (decreases or increases) options for second drop down question is (tying,  a tit for tat strategy, a dominant strategy, a prisioners dilemma)

Johnson's Household Products has a division that produces two types of toothpaste: a regular toothpaste and a whitening tooth paste. The demand equations that relate the prices, p and q (in dollars per thousand units), to the quantities demanded weekly, x and y (in units of a thousand), of the regular toothpaste and the whitening toothpaste are given by p=3000-20 x-10 yp=3000−20x−10y and q=4000-10 x-30 yq=4000−10x−30y respectively. The fixed cost attributed to the division is $20,000/week, and the cost for producing 1000 tubes of regular and 1000 tubes of whitening toothpaste is$400 and $500, respectively. a. What is the weekly total revenue function R(x, y)? b. What is the weekly total cost function C(x, y)? c. What is the weekly profit function P(x, y)? d. How many tubes of regular and whitening toothpaste should be produced weekly to maximize the division's profit? What is the maximum weekly profit?

The widget market is competitive and includes no transaction costs. Five suppliers are willing to sell one widget at the following prices: $30, $20, $10, $5, and $3 (one seller at each price). Five buyers are willing to buy one widget at the following prices: $10, $20, $30, $38, and $44 (one buyer at each price). For each price shown in the following table, use the given information to enter the quantity demanded and quantity supplied. Quantity Demanded Quantity Supplied (widgets) Price ($ per widget) $3 $5 $10 $20 $30 $38 $44 (widgets)