Bob and Jane are competitors in the grocery store market and each is trying to decide if it is worthwhile to open more stores. If both of them open more stores, each will earn a profit of $3 million. If neither of them opens more stores, each will earn a profit of $4 million. If one opens a new store and the other doesn't, then the one who opens will earn a profit of $5 million and the other will earn $2 million. Bob's dominant strategy is to, strategy is to and Jane's dominant Select an answer and submit. For keyboard navigation, use the up/down arrow keys to select an answer. a Open more stores; open more stores Not open more stores; not open more stores Open more stores; not open more stores Not open more stores; open more stores
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- Susan plans on selling her mugs. She has created two scenarios and wants to know which will provide her the better profit. In order to help her figure this out, she asks you to figure out when the two options are the same. Option 1: Sells at a local store. It costs her $445 for a shelf at the store, but it's in an upscale neighborhood that gets lots of foot traffic so she can sell the mugs for $30 in profit. Option 2: Sell at the local farmers market. It costs her $100 for a booth, but busy can vary quite a bit. She figures she call sell the mugs for a $7 profit. When are the two options the same?Teresa's taco truck currently sells 2,500 tacos per day, for $6 each. Teresa estimates that, for each $1 she Increases the price of a taco, she will sell 300 less tacos per day (fewer people will want to buy if the price Increases). 1. How much money does Teresa currently make (total) per day? 2. How much revenue would she make If she Increased the price of a taco to $7 and she sold 300 fewer tacos? 3. Find a function that glves the quantity sold in terms of the price. (Hint, find two points and then find the linear equation between them.) 4. Find a function that models Teresa's revenue per day in terms of the price of a taco. (Hint: Revenue=quantity times price.) 5. Find the taco price and total revenue that maximizes revenue per day from taco sales. Round your answer(s) to the nearest cent.Ingrid is planning to expand her business by taking on a new product that costs $7.56. In order to market this new product, $1307.00 must be spent on advertising. The suggested retail price for the product is $11.31. (a) If a price of $14.49 is chosen, how many units does she need to sell to break even? (b) If advertising is increased to $1674.00, and the price is kept at $11.31, how many units does she need to sell to break even?
- Ingrid is planning to expand her business by taking on a new product that costs $6.74. In order to market this new product, $1159.00 must be spent on advertising. The suggested retail price for the product is $14.67. Answer each of the following independent questions. (a) If a price of $17.43 is chosen, how many units does she need to sell to break even? (b) If advertising is increased to $1377.00, and the price is kept at $14.67, how many units does she need to sell to break even? CID2. Vince Rafael needs 69 dollars to buy all the stuff that he needs to make barbeques. The community allows him to sell these barbeques at the street. The community charges him 1.25 dollars for each barbeque sold. a. Determine the break even point if the selling price of his barbeque is $1.72. b. What is the Profit at break-even point? c. What is the Profit or Loss at 153 quantity of barbeque?Compute the Gross Profit Answer the given problem. 1. Annie bought one dozen smartphones for P200,000.00 with a discount of 5%. She sold half dozen at a price of P18,000.00 per unit. However, a new model of smartphone became available in the market, so she sold the remaining half dozen @ P12,000.00 each unit. What was her profit or loss? Compute the following requirements: a. Gross profit rate b. Operating profit margin rate C. Net profit margin rate d. Return on Investment
- Brianna and Britney are two sisters opening a clothing store with no other competition within the area. Both Brianna and Britney believe they will gain great profits in the first year, providing them with the ability to sell franchises in the future. They can start the business as a partnership, however it is believed that cash flow will be an issue as they expand in the future, thus they feel as though a corporate form of the business is best. Assume the corporate is formed and it sets a par value for its shares low and issue common stock for a price above par. 1. State what is this amount above par called? 2. Determine if this amount will be considered a gain, income, or profit? State reasons for your answers.B) KTA sells a special type of health food at a price of P16 per pound. Last vegr purchases this food from its supplier at a cost of P12 per pound. The supplier informed KTA that its cost increases and that this product will now be priced at P14 a pound Over the years, KTA established a steady market and intends to pass the cost incregse along to its customers and also add a P1 per unit to the price for additional profit Fixed cost for the year are not expected to change and will remain at P34,000 Income tax rate is 32%. The net income after tax last year was P24,000. 2. If KTA can maintain sales volume at the same level as before with the new price and cost structure, how much profit can it expect for next year? C) A company had a loss of P3 per unit when sales were 40,000 units. When sales were 50,000. units, the company had a loss of P1.60 per unit. 3. Determine the BEP in units.Assume you are the owner of a cosmetic store. Let x represent thenumber of eyeliner you sell and y represent the number of mascara yousell. Suppose you make $3 on each eyeliner and lose $1 on eachmascara sold. What is the equation that you want to maximize in orderto maximize your profit? (d) Given the constraints above in part a, how many eyeliner and mascarashould you sell in order to make the largest profit? (e) What is the amount of the largest profit?
- Direction: Read and understand the given problem. Problem: Rhea is engaged in a buy-and-sell business of signature perfumes. She buys 10 boxes of perfumes. Each box costs 12,000.00 and contains a dozen of perfume bottles. She plans to sell one perfume bottle at P1,500. What is her expected profit on the 10 boxes of perfumes? Note: Getting the difference between the amount of money earned from selling 10 boxes containing a dozen of perfume bottles and the cost of those 10 boxes gives the profit." Еxplore! 1. How much profit does Rhea earn? 2. What do you think of Rhea's business? 3. Is it good for a beginner? Why? 4. What do you think should Rhea do in order to flourish in her business?What's More Compute the Gross Profit Answer the given problem. 1. Annie bought one dozen smartphones for P200,000.00 with a discount of 5%. She sold half a dozen at a price of P18.000.00 per unit. However, a new model of smartphones became available in the market, so she sold the remaining half dozen @ P12,000.00 each unit. What was her profit or loss? Compute the following requirements: a. Gross profit rate b. Operating profit margin rate C. Net profit margin rate d. Return on Investment co Q2_Entrepreneurship SH Module 8 10Darren Mack owns the Gas n’ Go convenience store and gas station. After hearing a marketing lecture, he realizes that it might be possible to draw more customers to his high-margin convenience store by selling his gas at a lower price. However, the Gas n’ Go is unable to qualify for volume discounts on its gas purchases, and therefore, cannot sell gas for profit if the price is lowered. Each new pump will cost $95,000 to install but will increase customer traffic in the store by 12,000 customers per year. Also, because the Gas n’ Go would be selling its gasoline at no profit, Darren plans on increasing the profit margin on convenience store items incrementally over the next 5 years. Assume a discount rate of 7%. The projected convenience store sales per customer and the projected profit margin for the next 5 years are as follows: Year Projected Convenience Store Sales Per Customer Projected Profit Margin 1 $5.00 20% 2 $6.50 25% 3 $8.00 30% 4…