Mr. Ahmed works in a bakery which operates 6 days a week, 52 weeks a year. The bakery needs flour which is delivered to the bakery at 10 OMR each order. Each operational day, Mr. Ahmed needs 10 bags of four10 kg weight each bag Each bag costs OMR 12. The annual holding cost per bag is 15% of the purchase price of bag. If the shelf life of the flour bags is 2 weeks only, and Mr. Ahmed orders only accordingly to meet the demand for 2 weeks each order, then what will be the total variable cost per year ?

Alan’s Affordable Running Products aka AARP has three employees: Brandon, the Manager, who earns a salary of $52,000 per year or $1,000 per week, Clarissa, the Sales Coordinator, who is paid $20 per hour, and David, the Shipper, who is paid $.20 per package shipped. Alan pays his employees every week and, this past week, Brandon worked all five scheduled days, Clarissa worked fifty (50) hours, and David shipped 4,500 packages.  Record/journalize the employees’ payroll entry (pay attention to what’s asked for) by function (Management Salary Expense, Sales Wage Expense,  & Shipping Wage Expense) now for the paychecks that will be issued this coming Friday, which will be the first time the employees are paid this calendar year. All the employees want 20% of their earnings withheld for Federal Income Tax purposes. The tax rates are:             FICA Social Security         6.2%                      State Unemployment     5.4%                                                  Medicare…

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.

Every month Fritz buys 100 novelty plungers from Eddie at $20 each. He then sells all of the plungers, and at the end of the month deposits all but $2, 000 (to buy the next month’s plungers) in an account earning i^12 = 5%.   The first month, he sells the plungers for $40, but because of the competitive novelty plunger market, Fritz must lower his prices by $1.50 every month. After many months, he realizes that his prices are low enough that if he lowered his prices again, he would not make a profit. At the end of that month, he deposits all but $2,000 of his proceeds into the account and gets out of the novelty plunger business. How much is in his account immediately after the final deposit (in dollars)?       Group of answer choices   9617     10835     14891     13446