MANUFACTURING PROFIT A manufacturer estimates that it costs $14 to produce each unit of a particular commodity that sells for $23 per unit. There is also a fixed cost of $1,200. Model the profit as a function of the number of units produced and sold. Select the correct response: OP(x) = 14x-1,200 P(x) = 23x - 1,200 None of the choices OP(x) = 9x - 1,200 P(x) = 9x + 1,200
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- Question 1: A company produces and sells two products with the following costs: Product X Product Y Variable costs per Br. of sales Fixed costs per period Br.0.45 Br.1 212 000 Br.0.6 Br.1 212 000 Total sales revenue is currently generated by the two products in the following proportions: Product X 70% Product Y 30% Required: Calculate the break-even sales revenue per period, based on the sales mix assumed Prepare a profit–volume chart of the above situation for sales revenue up to Br.4 000 Show on the same chart the effect of a change in the sales mix to product X 50%, product Y 50%. Clearly indicate on the chart the break-even point for each situation. Of the fixed costs 455 000 are attributable to product X. Calculate the sales revenue required on product X in order to recover the attributable fixed costs and provide a netcontribution of Br.700 000 towards general fixed costs and profit.Tutorial Q. 5 Assuming that the cost structure and selling prices remain the same in Periods I and II, as given below: Period Sales (RM) Profit (RM) 1 240,000 18,000 2 280,000 26,000 a. Now find out what is the profit when sales are RM200,000, additionally calculate the sales required to earn a profit of RM40,000. b. Margin of safety at a profit of RM30,000 c. Variable cost in Period II.I'se the following information to answer questions 1-6. Selling price per unit Luriable manufacturing cost per unit Fixed manufacturing cost per unit V'ariable selling cost per unit Fixed selling cost per unit Expected production and sales P100 20 30 25 10 1,000 units 1. Contribution margin per unit is a. P50 b. P55 с. Р80 d. P15 2. The contribution margin ratio is a. 45% b. 50% c. 55% d. 15%
- Question 2 Suppose a company has fixed costs of $300 and variable 3 costs of x + 1460 dollars per unit, 4 where x is the total number of units produced. Suppose further that the 1 selling price of its product is 1500 - x dollars per unit. (a) Find the break-even points. (b) Find the maximum revenue. (c) Form the profit function from the cost and revenue functions and find maximum profit. (d) What price will maximize the profit?PE 1. Use the following economic data to answer the numbered questions: Total fixed costs P1.8M Unit selling price P80.00 Unit variable cost P56.00 Indicate the effect on the following by one unit increase in sales volume: 1. Breakeven units Total peso sales 3. Total contribution margin 4. Operating profit 5. Total costs 2.1 2 The following information describes a product expected to be produced and sold by Hadley Company: Selling price Variable costs $80 per unit $32 per unit $630,000 Total fixed costs Required: a. Calculate the contribution margin ratio. b. Calculate the break-even point in dollar sales. c. What dollar amount of sales would be necessary to achieve a pretax income of $120,000? Edit Format Table 12pt v Paragraph | BIU V Αν BVT² V || : F2 F3 F4 -0- 2 W 9. # 3 E SA 4 F5 R F6 % 5 Ø T F7 < 다 6 F8 Y & 7 F9
- Total Fixed cost OMR 25000, Selling Price per unit OMR 20, and Variable cost per unit OMR 12, What will be the Quantity (units) of sales if it is desired to earn a profit of OMR 18000 Select one: O a. 3125 Units O b. 10000 Units O c. 2083.33 Units O d. 1000 UnitsAssume in each case that the selling expenses are $9 per unit and that the normal profit is $6 per unit. Calculate the limits for each case. Then enter the amount that should be used for lower of cost or market. Selling Price Upper Limit Replacement Cost Lower Limit Cost LCM (a) $63 $ $44 $ $53 $ (b) 52 35 39 (c) 59 44 45 (d) 54 38 3611. A company makes three products, details of which are as follows: Product P Q £ £ 8.00 18.00 6.50 12.00 0.50 1.00 Selling price Variable cost per unit unit Fixed cost per Profit per unit Hours used per unit Maximum sales R £ 22.00 15.00 4.50 4.00 1.50 3.00 0.5 1.5 500 300 2 400
- The profit function for two products is: Profit3x12+42x13x22+48x2+700, where x1 represents units of production of product 1, and x2 represents units of production of product 2. Producing one unit of product 1 requires 4 labor-hours, and producing one unit of product 2 requires 6 labor-hours. Currently, 24 labor-hours are available. The cost of labor-hours is already factored into the profit function, but it is possible to schedule overtime at a premium of 5 per hour. a. Formulate an optimization problem that can be used to find the optimal production quantity of products 1 and 2 and the optimal number of overtime hours to schedule. b. Solve the optimization model you formulated in part (a). How much should be produced and how many overtime hours should be scheduled?Q. 8 Which following costs need to be considered for both make or buy options? O. Fixed overhead O. Variable overhead O. Rental revenue Q. 9 What is the per unit cost to purchase from the vendor? Round to the nearest penny. Q. 10 Based on your analysis, the CreativeStationary Co. should make the product in-house or buy them from the vender? O. Make O. Buy Do (Q8,9,10 plz)Case Study 2: Success Electronics LLC is planning to introduce a low cost smart phone with attractive features. The market research information suggests that the product should sell 2000 units at RO 30 per unit. The company seeks to make a mark-up of 20% product cost. It is estimated that the lifetime costs of the product will be as follows: Design and development costs RO 5000 Manufacturing costs RO 22 per unit End of life costs RO 7000 Based on the above case, answer the following THREE questions: What is target cost per unit to achieve the desired profit? O a. RO 24 per unit O b. RO 20 per unit O. RO 25 per unit O d. RO 22 per unit