Selling price Current sales Break-even sales $ 93 per unit 10, 700 units 8,346 units
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- Margin of Safety =3,75,000 Total Cost= 3,87,500 Margin of Safety (Qty.)=15,000 units Break Even Sales in Units=5,000 units Calculate: Selling price per unit and ProfitBreak-even analysis Consider the following data: Selling price £10 per unit Variable cost £6 per unit Fixed costs £1,000 How many units need to be sold to breakeven?Please answer quicklyX product; total sales quantity is 25, unit sales price is 1600 TL, unit variable expense is 1000 TL. (Total fixed expenses 120.000TL)What is the 'break-even point' of X according to uniform production? 2310143019
- Question: picture** A. What is Cullumber's contribution margin ratio? Its variable cost ratio? (Round ratios to 2 percentage places, e.g. 0.38 = 38%) Contribution margin ratio _____% Variable ratio ______% B1.) Compute breakeven sales. (Use the rounded contribution margin ratio calculated in the previous part to compute breakeven sales.) Break even sales $_______ B2.) What is Cullumber's margin of safety? Margin of safety $_____ C.) If Cullumber's sales were to increase by $100,000 with no change in fixed expenses, by how much would operating income increase? (Use the rounded contribution margin ratio calculated in the previous part to compute breakeven sales.) Net operating income will increase by $_______ D.) Cullumber's managers have determined that variable costs per unit will increase by 20% beginning next month. To offset this increase in costs, they are considering a 10% increase in the sales price. Market research indicates that the price increase will…Exercise 1: From the following information calculate: (I) P/V Ratio (2) Break-Even Point (3) If the selling price is reduced to OMR. 80, calculate New Break-Even Point: Total sales OMR. 500,000 Selling price per unit OMR. 100 Variable cost per unit OMR. 60 Fixed cost OMR. 120,000Consider the following information: Contribution to Sales (C/S) Ratio = 25% Selling Price per unit = K70 Total Fixed Costs = K140,000 Required: Calculate Contribution per Unit Variable cost per Unit Break Even Point in Quantity and Sales value terms
- A company gives the following information: Margin of Safety 3,75,000 Total Cost 3,87,500 Margin of Safety (Qty.) 15,000 units Break Even Sales in Units 5,000 units You are required to calculate: Selling price per unit Profit Profit/ Volume RatioPer unit Total Volume Sales $40.00 608000 Variable cost 28 425600 Contribiton margin 12 182400 Fixed expense 156000 Net operating 12 26400 Please share the work(sales and variable expense) from the last answer to achieve $51600 in targeted profit ?income statement total per unit Units 44,000 1 Sales $220,000 $5.00 Cost of Sales(variable expenses) 88,000 2.00 Gross Margin 132,000 3.00 Operating Costs(fixed expneses) 125,500 2.85 Net Profit 6,500 15 Now do this activity a second time with a higher selling price. Calculate break-even at a $7.00 selling price. Using the information from the above income statement, calculate the break-even per unit, the gross margin percent, and the break-even total sales. Calculate break-even based on units. Fixed Costs/ (Sales price per unit – Variable costs per unit) = Break Even in Units Calculate break-even based on Total Sales. Gross Margin/ Sales = Gross…
- (e) Product Blue Product Red Selling $12.00 $24.00Variable cost $4.00 $8.00Contribution margin $8.00 $16.00Fixed costs apportioned $200,000 $400,00Budgeted Sales Units 140,000 60,000 Calculate the breakeven points, for each product and the company as a whole and comment on your findings f)Discuss the merits and demerits of the cost volume profit analysis (CVP)Ma4. Given: Selling price per unit Euros 96,00 € Total fixed Expenses Euros 106 000,00 € Variable Expenses per unit Euros 36,00 € Target profit Euros 23 000,00 € If Variable Expenses are reduced by : % 25% and if Total Fixed Expenses are increased by : % 15% Find sales in units to achieve target profit Units a. (23,000+106,000x(1/0.15))/(96-36x(1/0.25)) b. (23,000+106,000x(1+0.15))*(96-36x(1-0.25)) c. (23,000-106,000/(1+0.15))/(96-36x(1-0.25)) d. (23,000+106,000x(1+0.15))/(96-36x(1-0.25)) e. (23,000+106,000x(1+0.15))*(96+36x(1-0.25)) f. (23,000-106,000x(1+0.15))/(96-36x(1-0.25)) g. (23,000+106,000x(1/0.15))/(96-36x(1-0.25))Choose the correct letter of answer Jan Slaugther Company produces and sells a particular home appliance. The variable cost (VC) per unit is P50. The unit selling price (SP) is P120 while fixed cost (FC) is P70,000. What is the profit function in this case? a. C = 50x + 70,000b. Answer not givenc. P = 120x – 50x – 70,000d. R = 120x