Evaluate the quantity at which revenue equals to costs (break-even point). Assumptions: Fixed cost: 5000 Material costs per item: 2.25 Labor costs per item: 6.5 Shipping costs per 100 items: 200 Price per item: 12.99
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Evaluate the quantity at which revenue equals to costs (break-even point). <use Goal seek>
Assumptions: | |
Fixed cost: | 5000 |
Material costs per item: | 2.25 |
Labor costs per item: | 6.5 |
Shipping costs per 100 items: | 200 |
Price per item: | 12.99 |
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- Given the mixed cost function y = $6.50x + $3,000. What does the $6.50 represent? a.Total cost per unit of the cost driver b.The fixed cost per unit c.The slope of the cost function d.Total fixed costsAssume that the situation can be expressed as a linear cost function. Find the cost function in this case. Marginal cost: $60; 120 items cost $8000 to produce. The linear cost function is C(x)= FEERefer to the pictur ebelow: Find: 1. Total Cost of Product A under ABC System2. Total Cost of Product B under ABC System3. Selling Price per unit of Product B assuming profit margin of 20% above cost
- Management has at its disposal the following information: Revenue function: R =890Q ‒5.5Q2 The profit-maximizing price: P=494 OMR. Then the Profit-maximizing quantity is (............) Units. (write only the number) Answer:4) Determine the missing amounts. Contribution Contribution Unit Selling Price Unit Variable Costs Margin Per Unit Margin Ratio 1. $300 $180 A в 2. $600 C $210 D 3. E F $300 30%compute for the following items: d. Contribution margin ratio e. Breakeven point in pesos f. Breakeven point in unit sales
- Find the profit maximizing output given the following revenue and cost functions:R(q) = 1000q – 2q2C(q) = q3 – 59q2 + 1315q + 20002. Complete the table below by filling out the missing values. Provide a solution. Absorption Costing Variable Costing Quantity ? Unit Price Amount Quantity ? Unit Price Amount P 30.00 12.00 Sales ? ? ? Variable CGS 8,000 ? ? ? ? 3.00 2.50 4.00 Fixed Overhead ? ? 10,000 ? ? Variable expenses Fixed expenses ? ? ? ? ? ? ? Profit ? ? ? ?The amount of a units sales price that helps to cover fixed expenses is its ____________________. A. contribution margin B. profit C. variable cost D. stepped cost
- Problem Three: I) Given the revenue function R(x) = x³ + 3x²+ x .Find the average revenue of producing 100 units. II) Given the marginal revenue function MR = -x3+ 2x²+ 4x – 1. Find the revenue function.46. Revenue, cost, and profit. The price-demand equation and the cost function for the production of HDTVS are given, respectively, by x 9,000 - 30p and C(x) = 150,000 + 30x where x is the number of HDTVS that can be sold at a price of $p per TV and C(x) is the total cost (in dollars) of produc- ing x TVs.Q-2) Using the quick and dirty method, what is the approximate monthly fixed cost? the approximate variable cost per unit processed? show your computations.