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Find the level of the accounting profit
Explicit cost is given as = $ 130
Total revenue = $ 190
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- XYZ manufacturing company a manufacturer of Scientific calculators. According to it records, costs that do not vary with the number of calculators, Q produced is $1200. Variable cost per unit of calculator produced is $2. The company’s maximum capacity is 1400 units. XYZ’s total revenue, TR function has been postulated as q TR=100 . (A) Q Specify the mathematical form of the total cost, TC function. (B) (C) (D) (E) Determine the break-even quantity algebraically. Graph the revenue and costs functions. Clearly indicate the portion of the graph where the company make losses or profits. Calculate the total contribution margin, TCM at Q = 600. Comment on the value. Should XYZ produce the up to the maximum capacity? Explain? Please I need solution for only subpart D and EXYZ manufacturing company a manufacturer of Scientific calculators. According to it records, costs that do not vary with the number of calculators, Q produced is $1200. Variable cost per unit of calculator produced is $2. The company’s maximum capacity is 1400 units. XYZ’s total revenue, TR function has been postulated as q TR=100 . (A) Q Specify the mathematical form of the total cost, TC function. (B) (C) (D) (E) Determine the break-even quantity algebraically. Graph the revenue and costs functions. Clearly indicate the portion of the graph where the company make losses or profits. Calculate the total contribution margin, TCM at Q = 600. Comment on the value. Should XYZ produce the up to the maximum capacity? Explain?The cumulative learning curve coefficient CLCC(20, 0.8) is defined as follows:a. the cost to produce 20 units in a process with c(1) = 1 and a learning rate of 0.8.b. the cost to produce one unit in a process with c(1) = 20 and a learning rate of 0.8.c. the cost to produce one unit in a process with c(1) = 1 and a learning rate of 0.820.d. the cost to produce the 20th unit in a process with c(1) = 1 and a learning rateof 0.8.
- True/False Average revenue is the derivative of total revenueThe following information was gathered by the managerial accountant to estimate the 2nd quarter's utility cost: Months Utility Cost Direct labor hours January ₱8,520 1809 February ₱7,628 1421 March ₱5,712 912 April ₱6,746 1102 Summation of X 5,244 Summation of Y 28,606 Summation of XY 38,895,504 Summation of X-squared 7,337,870 Using the regression analysis, what is the estimated cost-function for the 2nd quarter?Identify which of the following costs are fixed,which are variable, and which are mixed.• Maintenance costs of vehicles used in supplyinggoods.• Direct labor cost.• Wages paid to machine operators.• Depreciation of factory buildings.• Salaries paid to quality control inspectors.• Advertising expenses.• Costs of direct materials.• Employee fidelity insurance.• Cost of electric power.• Sales taxes.
- What can you say about negative and positive gross margin in sensitivity analysisYou are setting up a part-time business with an initial investment of $15,000. The unitcost of the product is $11.80, and the selling price is $19.30.a) Find equations for the total cost C and total revenue R for x units.b) Find the break-even point by finding the point of intersection of the cost and revenueequations.c) How many units would yield a profit of $1000?Many times, the selling price of a product, p, is related to the demand, D, according to the relationship p=a-bD. However, a company has found that the price of their product can be related to demand ( in units per year) according to the following equation: p= $88.5 – (0.5)D0.5 . In addition, there is a fixed cost of $20,000 per year and the variable cost to manufacture the product is $20 per unit. a. What level of demand maximizes total revenue and the maximum revenue? b. What level of demand maximizes total profit for this product and the maximum profit?
- Fanning Corp. incurs the following annual fixed costs: Depreciation $80,000 Officers' salaries $190,000 Long-term lease $42,000 Property taxes $48,000 Determine the total fixed cost per unit of production, assuming that Fanning produces 4,000, 4,500, or 5,000 units.The management of a manufacturing company has the following information: Revenue function: R = 3600Q – 25Q2 Profit-maximizing price is $ 2100. a\ Using the above information, determine the following: Profit-maximizing quantity. Revenue-maximizing quantity. b\ Suggest a cost function which results in a maximum profit value to be between $ (20000 and 60000), write the maximum profit value.Suppose ADJ Corporation's break-even sales volume is $450,000 with fixedcosts of $200.000.(a) Compute the contribution margin percentage.(b) Compute the selling price if the variable costs are $ 12 per unit.