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- A certain company has a selling price of for their product of 1500-3/4x dollars per unit and fixed costs of $800 and variable costs of 1/4x+1210 dollars per unit, where x is the total number of units produced. A.) FInd the Break even point? B.) When will the company make profit? C.) What is the make profit and the corresponding production level?A company has established that the relationship between the sales price for one of its products and the quantity sold per month is approximately p = 77 – 0.12D units. The fixed cost is $800 per month and the variable cost $25 per unit produced. What number of units, D*,should be produced per month and sold to maximize the profit per month related to the product? Round your answer to 2 decimal places.Suppose ADI Corporation's breakeven sales volume is $450,000 with fixedcosts of $200.000.(a) Compute the contribution margin percentage.(b) Compute the selling price if va ri a ble costs are $12 per unit.
- ⦁ ABC Company has a product that sells for $400 per unit and its variable cost per unit is $260. Company’s fixed cost is $840,000. Required: ⦁ What is the Break-even Point in Units? Show computationA company produces and sells a product and fixed costs of the company are 8500000 Baisa and variable cost is RO. (35+K) per unit and sells the product at RO. (70+M) per unit.a. Find the total cost function. b. Find the total revenue function. c. Find the profit function and determine the profit when 1250 units are sold. d. How many units must be produced and sold to yield a profit of RO. 20000? e. How many units must be sold to break even?Company sells titanium alloy fasteners for airframe applications. The fasteners sell in packets of 1000 units, which each packet selling for $145. The company's total cost function is:TC = 3,200,000 + 0.002 Q^2,in which Q is expressed in packets produced per year and TC in dollars per year.What is company's annual profit if the quantity of packets produced and sold per year is 50,000?
- Show the total cost expression and calculate the EOQ for an item with holding cost rate 18%, unit cost P8.00, annual demand of 40000, and ordering cost of P48. *The total cost of an MBF plant is 35,000 units if it produces 500 products, and a total cost of 60,000 units if it produces 1,000 units of the same product. If each number of products is sold at a price of 100 monetary units, it is recommended: a. Draw a diagram to determine its breaking point. B. If we want to make a profit of 20,000 units by selling 1,500 products, what is the variable cost? P(Profit) = pQ-(F+vQ) TR=pQ Q=F/(p_v) TC=F+vQThe costs of producing a commodity consist of ₱102.00 per unit for labor and material cost and ₱54.00 per unit for other variable cost. The fixed cost per month amounts to ₱850,000. The commodity is sold at ₱740.00 each, what is the break-even quality per month? (Hint: for Break-even quality, COST = REVENUE)
- Three production processes - A, B, and C - have the following cost structure: the selling price is 5.26 per unit Process Fixed Cost per Year Variable Cost per Unit A 119164 2.54 B 80631 4.52 C 70617 5.27 1. What is the cost of process A for a volume of 7104 units? (round to the nearest cent).Please answer with details on how to do it. A small company manufactures a certain product. Variable costs are $20 per unit and fixed costs are $10,875. The price demand relationship for this product is P = -0.25D + 250, where P is the unit sales price of the product and D is the annual demand. Total cost = fixed cost + Variable cost, TC = CF + CV Revenue = Demand x Price, TR = D x P Profit = Total Revenue – Total Cost, P = TR – TC a) Develop the equations for the total cost and total revenue. Find the breakeven quantity c) How many units must be sold to maximize profit? What is the company’s maximum profit?If company A manufactures t-shirts and sells them to retailers for US$9.80 each.It has fixed costs of $2625 related to the production of the t-shirts, and the production cost perunit is US$2.30. Company B also manufactures t-shirts and selll them directly to consumers.The demand for its product is p = 15 −x125 , its production cost per unit is US$5.00and its fixed cost are the same as for company A . (vii) Derive the total revenue function,R(x) for company B.(viii) Derive the profit function,Π(x) for company B.(ix) How many t-shirts must company B sell to in order to break-even.(x) How many t-shirts must company B sell to maximise its profit