Price per unit = $10 Variable cost per unit = $7 Fixed cost = $1,500 Number of units sold = 700 units Given these data, compute NET INCOME. • $3,400 • $1,200 • $5,500 . $600 • $800
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- Waskowski Company sells three products (A. B. and C) with a sales mix of 3:2:1. Unit sales price are shown. What is the sales price per composite unit? A. $17.00 B. $25.00 C. $35.00 D. $20.00Unit Sales = 500 unitsSales Price = 700/unitVariable Cost = 300/unitFixed Cost = 100,000Contribution Margin Ratio = 50%Compute for the break-even point in volumeCalculate the total cost per unit when the total cost is given as 80000 OMR and unit sold are 8000 units Select one: a. 10 OMR b. 80000 OMR c. 800 OMR d. 80 OMR
- Unit Sales = 500 unitsSales Price = 700/unitVariable Cost = 300/unitFixed Cost = 100,000Contribution Margin Ratio = 50%Compute for the total costCompute for the margin of safety8. You are More than a Grade (YMG) manufactured 10,000 units in the previous year. An excerpt from their financial statement has been provided below: o Sales Revenue $1,000,000 o Cost of Goods Sold ($400,000) o SG&A expenses ($100,000) o Operating income $500,000 Of the amounts reported on the financial statements, 20% of the cost of goods sold and 60% of the SG&A expenses are variable costs. What is the per unit variable cost? $5.00 unit variable cost $6.00 unit variable cost $14.00 unit variable cost $4.00 unit variable costThe selling price per unit of a product is OMR 5, the total cost is OMR 500 of which the fixed costis OMR 200, and the company produced 100 units What is the contribution per unit? a OMR 5 per unit b None of these COMR 2 per unit G. OMR 3 per unit
- . Consider the following information: ITEM SALES(Units) SALES VARIABLE COST A 9000 $54000 5.95 B 12000 60000 3.75 C 15000 60000 3.50 D 25000 75000 1.75 Costs of the period are as follows (salaries $45000, rent $10000, depreciation $8000, furniture and computers $24000, raw materials $ 120,000, insurance $5000, periodic maintenance $4000, interest expense $3000, utilities (fixed) $4000, property tax $3000, advertising $9000 (set at the beginning of the year), and new cars $62000). What is the breakeven point for all items? How many units of item A, B, C, & D are needed to breakeven? Calculate the profit of item A.Information on company A is provided in the table: Item Total amount in Eur Number of units is 200 Sales 32000 Variable costs 16000 Contribution margin 16000 Fixed expenses 9000 Net operating income (profit) 7000 Calculate the revised net operating income (profit) (total amount, not the difference) if sales volume (in units) decreases by 10 units and fixed expenses increase by 500Eur.Selling price per unit $ 100Variable expenses per unit $ 40Fixed expenses per month $ 60,000 Operating income at a volume of 4,000 units per month is: a. $240,000 b. $200,000 c. $180,000 d. $120,000
- Q7f the company's annual total sales equals 24% of the estimated net profit of $ 138,000. The number of sold units is estimated at 11,500 units. Direct costs are estimated at $ 287,500, and indirect costs estimated at $ 200000. Find total annaul sales, selling per unit, cost per unit from direct and the break-even point.With the following data, how many units must be sold to generate an operating income of $20,000?Fixed expenses . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . $40,000Selling price. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . $50 per unitContribution margin ratio . . . . . . . . . . . . . . . . . . . . . . . . . . 30% a. 800.b. 1,000.c. 2,500.d. 3,500.e. 4,000.i) the marginal revenue function for a company's product is MR = 40,000 - 4x ii) where x equals the number of units sold. if total revenue equal 0 when no units are sold, determine the total revenue function for the product. The function describing the marginal cost ( in dollars ) for producting a product is MC =8x +800 When x equals the number of units produced. it is known that cost equals $80,000 when 40 units are produced. determine the total cost function. iii) the function describing the marginal profit from producing and selling a product is MP = -6x + 450 when x equals the number of units and MP is the marginal profit measured in dollars. when 100 units are produced and sold, total profit equals $5000. determine the total profit function. iv) the functions describing the marginal profit from producing and selling a product is…