f the sales price is $60 per unit, the variable cost is $36 per unit, total fixed costs is $50,000, how many units need to be sold if the desired profit is $100,000? Question 8 options: 1,000 units 2,500 units 4,100 units 6,250 units
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Question 8 options:
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1,000 units
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2,500 units
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4,100 units
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6,250 units
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- Given the following information, how many units must be sold to achieve a profit of $25,000? [Note that the units sold must account for total production costs (direct and overhead) plus desired profit.]ABC Company has the following information: Variable Cost per Unit is P 15; Fixed Expenses is P54,000; and Selling Price per Unit is P20. What should be the selling price per unit if break-even point is brought down to 6,000 units? ABC Company has the following information: Variable Cost per Unit is P 15; Fixed Expenses is P54,000; and Selling Price per Unit is P20. If the company will only sell 10,000 units for the month, how much profit or loss will they get?A local company assembling stereo radio cassette produces 300 units per month at a cost of ₱700 per unit. Each stereo radio cassette sells for ₱1,200. If the firm makes a profit of 10% on its 10,000 shares with a par value of ₱200 per share and the total cost per month is ₱20,000. How many units gives the break-even point and how much is the loss or profit if only 100 units are produced in a given month?
- A factory manager is planning for the manufacture of plywood to be sold overseas. The fixed cost of operation is estimated at $800,000 per month while the variable cost is $155 per thousand board feet of plywood. The selling price will depend on how much will be produced and sold and is determined by the relationship, price per thousand board feet, p = $600 – 0.05D, where D is the amount produced and sold in thousands of board feet. Determine the range of profitable production. For profitable production, production must be at least thousands of board feet per month, but not more than (Round to the nearest unit.)12) Production Quantity Model If a company has an ordering cost of $250, a carrying cost of $4 per unit, annual product demand of 6,000 units, and its production rate is 100 units per day. The company operates 320 days a year. The optimal order quantity is approximately Group of answer choices 1,027 756 962 866A plant has sufficient capacity to manufacture any combination of four different products (A, B, C, D). For each product, time is required to be invested in four different machines, which is expressed in hours per kilogram of product, as shown in the following table as shown in the following table: (attached image) Each machine has an availability of 60 hours per week. Products A, B, C and D can be sold at $9, $7, $6 and $5per kilo, respectively. Variable labor costs are $2 per hour for machines 1 and 2, and $3 per hour for machines 3 and 4. The material costs for each kilogram of product A are $4. The material costs for each kilogram of products B, C, D and D are $4 each kilogram of products B, C and D are $1. What needs to be done:Formulate a profit-maximizing PL model given the maximum demand per product shown in the table (there are 16 variables). Note: Do it by hand, no computer
- Estimate the cost of expanding a planned new clinic by 50,000 ft2. The appropriate capacity exponent is 0.66, and the budget estimate for 200,000 ft2 is $15M.You are asked to recommend whether a firm should make or purchase product A. The following are data concerning the two options. For the purchase option, the firm can buy product A at $20 per unit. For the make option, the firm can produce product A based on the following cost estimation data. The firm has to pay a weekly rental payment of $20,000 for the production facility. With the use of this facility, the firm also has to hire five operators to help make product A. Each operator works eight hours per day, five days per week at the rate of $10 per hour. In other words, the rental and labor expenses are fixed costs. The material cost for the make option is $15 per unit of product A. Solve, a. Find a weekly amount of product A that provides the breakeven point for the firm. The breakeven point in this problem indicates the firm’s indifference between purchasing or making product A. b. If the firm estimates the sale of product A to be 3,500 units per week, should it make or purchase…The demand values for the following 4 weeks for a company is as follows: 300, 200, 400, 430. The weekly regular time production capacity is 260 units. At each week up to 150 more units can be produced in over time with an additional cost of $40 over the regular time production costs. 15% of the produced units become scrap due to quality problems. There is an inventory cost of $12 per unit per quarter. 150 units are available at the beginning of week1 and the company wants to have at least 200 units at the end of week4. Formulate a linear programming model that can be used to minimize the total cost of meeting the next four weeks' demand.
- A company is analyzing a make-versus-purchase situation for a component used in several products, and the engineering department has developed these data: Option A: Purchase 10,000 items per year at a fixed price of $8.50 per item. The cost of placing the order is negligible according to the present cost accounting procedure. Option B: Manufacture 10,000 items per year, using available capacity in the factory. Cost estimates are direct materials = $5.00 per item and direct labor = $1.50 per item. Manufacturing overhead is allocated at 200% of direct labor (= $3.00 per item). Based on these data, should the item be purchased or manufactured?A factory manager is planning for the manufacture of plywood to be sold overseas. The fixed cost of operation is estimated at $800,000 per month while the variable cost is $155 per thousand board feet of plywood. The selling price will depend on how much will be produced and sold and is determined by the relationship, price per thousand board feet, p = $600 – 0.05D, where D is the amount produced and sold in thousands of board feet. Determine the monthly production that will maximize the total profit and corresponsding price. Dettermine also the corresponding maximum profit per month. A) For maximum profit, (to the nearest unit) thousands of board feet per month must be produced and sold at per thousand board feet of plywood.(Round to the nearest cent.) B) The maximum profit per month is equal to $Four holes must be drilled in a casting which forms the housing for an electric motor. The holes may be located and drilled without the aid of a jig by a skilled machinist whose wage rate is $25 per hour. His production time will be 1.5 minutes per housing. A jig could be built at a cost of $500 permitting the holes to be drilled by a machinist at a lower skill level. In this case the lower wage rate would be $15 per hour and the production rate would be two minutes per housing.Which alternative would you recommend if 4,000 housings are to be produced?