qD = 100 – 0.5p, qS = 2p – 20 Following a 25% price increase, should the sellers in this market expect an increase in revenue? Why or why not?
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qD = 100 – 0.5p, qS = 2p – 20
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- the demand equation for a product is q=1.5p+600, where q is the number of a products that can be sold in a month and p is the price per product. (a) what price will produce the largest revenue? (b) what is the largest monthly revenue?Please help with the following question. You are able to sell 15 gallons of ghost pepper sauce per month at a price of $200 per gallon. Re- search shows that for every $9 reduction in price that you can expect to sell 2 more gallons of sauce each month. How much should you charge in order to maximize monthly revenue? Round your response to two decimal places.How do you explain the utility of Publix product or service?
- For distract drivingThe monthly demand function for a particular product is q=f(p)=2400-15p, where q is stated inunits and p is the price in dollars.i) Determine (a) the Revenue function, (b) concavity, (c) revenue at a price of $50, (d) atwhat price will the revenue be maximized, (e) graph the revenue function.ii) In general how we determine Maximum and minimum value of Quadratic function.What does concavity tell us about the function’s behaviour?The demand function for FreshFood Exclusive Brand's product is D = 80 - 2p , where D is the number of units and 'p' is the price per unit. The value of D that will achieve maximum revenue is
- A restaurant has a steady annual demand for 885 bottles of California wine. It costs $3 to store 1 bottle for 1 year, and it costs $7 to place a reorder. Find the optimum number of bottles per order. The optimum number of bottles per order is. (Type a whole number.)In 2019, a ski resort increased the prices it charged for one-day ski passes and season passes. If someone buys a season pass, he can ski as many days as he wishes. The table below provides information on the prices and the number of passes sold in 2018 and 2019. Type of Pass One day Season Price in 2018 x 34000 $60 $1,200 Number of Passes Sold in 2018 5,000 250 Price in 2019 $80 $1,400 Given the information in the table, we know that the revenue earned from selling day passes changed by $ 52000 , and the revenue earned from selling season passes changed by $ Number of Passes Sold in 2019 3,100 190 From the answers to Part 1, we know that the demand for day passes is elastic demand for season passes is inelastic and theCan a company like Priceline.com sell low-priced items such as groceries and telephone calls?
- b) When the price is $166.10, the demand is (elastic/inelastic) which means that as price the revenue will (increases/decreases) (increase/decrease)Please do this problem in excel( including calculations)It is a set of those combination of two goods which offer the consumer the same level of satisfaction. ONE WORD