The price demand equation for hamburgers at a fast food restaurant is
x + 1000p = 2,500
where p is the price in which exactly x items will be sold. Currently, the price of an order of fries is $1.
A. How many fries are they currently selling?
B. If the price is decreased will the revenue increase or decrease?
C. If the price is increased, will the revenue increase or decrease?
D. What price will maximize revenue?
The price demand equation for hamburgers at a fast food restaurant is x + 1000p = 2,500 where p is the price in which exactly x items will be sold. Currently, the price of an order of fries is $1. A....
42. Demand Equation The price p and the quantity x sold of a certain product obey the demand equation x20p +500, 0sps 25 (a) Express the revenue R as a function of x. (b) What is the revenue if 20 units are sold? (c) What quantity x maximizes revenue? What is the maxi- mum revenue? (d) What price should the company charge to maximize rev- enue?
AmeriBabe manufactures and sells rubber baby buggy bumpers. The price-demand equation is: where p is the price (in dollars) at which z rubber baby buggy bumpers can be sold. a. What is the demand if the price is $2280? The demand isbumpers. p 2600-8x Preview b. The cost to produce x rubber baby buggy bumpers is given by C() 900680 and the new revenue function is R(z)(2600 8a) How many rubber baby buggy bumpers should be manufactured and sold to...
A demand equation is an equation that describes the relationship between the price of an item and the number of items that would be sold at that price. For example, the demand equation q = 2140 − p/100 suggests that 0 items would be sold if the price were p = 214, 000 and 2140 items would be sold if the price were p = 0. The revenue function, R(q), is the amount of money that would be generated as...
1) 1) A single-price monopolist is currently producing an output level where P-520, MR = $13, ATC = $15, and MC = $14. In order to maximize profits, this monopolist should A) shut down B) decrease production and increase price. C) not change his output level, because he is currently at the profit-maximizing output level. D) increase production and reduce price. E) there is insufficient information to make a recommendation 2) 2) Consider a monopolist that is able to distinguish...
p ot an iten Hu between the price shows the relationship a demand curve on 3.5) In economics, the number x (in thousands) of such items that can be sold at that price. Suppose that the demand a commodity is given by the formula x2000-p3,valid for p S 12. Note that the radical in this equation is a cube root, not a square root.) (a) Use implicit differentiation to find the rate of change of p with respect to x...
3. (20 points]Let x = 5000 - 20p where pe price and 1= demand. (a) Express the revenue function R(p) in terms of p. (b) Compute for the marginal revenue with the price set at p = 100. (c) With the goal of maximizing the revenue function, determine if we should increase the price when the current price is set at $100/unit. Give your reason. (d) Given the cost function C(x) = 4000+80r and with the price set at $100/unit....
1- Consider a monopolistic market where the government has decided to implement lump-sum tax. Which of the following are true? Select all that apply. The monopolist loses profit. The government gains revenue. The monopolist is forced to reduce their prices. The monopolist is forced to sell less products. 2-Consider a monopolistic market where the government has decided to implement lump-sum tax. Which of the following are true? Select all that apply. The monopolist loses profit. The government gains revenue. The...
3. A monopolist chooses output (x) to maximize profit (T) where r(x) = p(x)x-c(x) In this equation, p(x) denotes the price of x and c(x) is the cost of producing x. Since demand curves are downward sloping, we assume that p,(x) <0. In addition, we will assume that marginal cost is positive and non-decreasing; that is, c'(x) > 0 and c"(x) 2 0. Derive a condition on the demand curve such that marginal revenue is downward sloping. Derive the first...
Silver Scooter Inc. finds that it costs $100 to produce each motorized scooter and that the fixed costs are $1,000. The price is given by p = 700 - X, where p is the price in dollars at which exactly x scooters will be sold. Find the quantity of scooters that the company should produce and the price it should charge to maximize profit. Find the maximum profit How many scooters should the company produce to maximize profit? scooters What...
As the owner of Barney’s
Broilers—a fast-food chain—you see an increase in the demand for
broiled chicken as consumers become more health conscious and
reduce their consumption of beef and fried foods. As a result, you
believe it is necessary to purchase another oven to meet the
increased demand. To finance the oven you go to the bank seeking a
loan. The loan officer tells you that your revenues of $750,000 are
insufficient to support additional debt. To qualify for...