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Cordova manufactures three types of stained glass window, cleverly named Products A, B, and C. Information about these products follows: Cordova currently is limited to 60,000 labor hours per month. Required: Assuming an infinite demand for each of Cordova?s products, determine contribution margin per direct labor hour. (Round your answers to 2 decimal place.) Which product would be Cordova?s first choice to produce? Product B Product C ProductA Solution - Contribution of Product A = 52.00 - 17.60 = $34.40 per unit Contribution of Product B = 62.00 - 10.75 = $51.25 per unit Contribution of Product C = 92.00 - 25.60 = $66.40 per unit - Contribution Margin per Direct Labour Hour of Product A = 34.40 / 2.00 = $17.20 per Direct Labour Hour Contribution Margin per Direct Labour Hour of Product B = 51.25 / 2.50 = $20.50 per Direct Labour Hour Contribution Margin per Direct Labour Hour of Product C = 66.40 / 4.00 = $16.60 per Direct Labour Hour - First preference of Cordova would be Product B since it has Highest Contribution per Direct Labour Hour of $20.50 .

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A manager should always reject a special order if: A. the special order price is less than the variable costs of the order. B. there is available excess capacity. C. the special order price is less than the regular sales price. D. the special order will require variable nonmanufacturing expenses. To find the breakeven point using the shortcut formulas, you use: A. zero for the contribution margin per unit. B. zero for the fixed expenses. C. zero for the contribution margin ratio. D. zero for the operating income. A product is sold at $60.00 per unit, the variable expense per unit is $30, and total fixed expenses are $200,000, what are the breakeven sales in dollars? A. $3,333 B. $100,000 C. $133,333 D. $400,000 Sky High Seats manufactures seats for airplanes. The company has the capacity to produce 100,000 seats per year, but is currently producing and selling 75,000 seats per year. The following information relates to current production: Sale price per unit $400 Variable costs per unit: $220 Manufacturing $50 Marketing and administrative Total fixed costs: Manufacturing $750,000 Marketing and administrative $200,000 If a special sales order is accepted for 3,000 seats at a price of $300 per unit, and fixed costs increase by $10,000, how would operating income be affected? (NOTE: Assume regular sales are not affected by the special order.) A. Decrease by $80,000 B. Increase by $230,000 C. Increase by $90,000 D. Increase by $80,000 The breakeven point may be defined as the number of units a company must sell to do which of the following? A. Generate a net loss B. Generate a zero profit C. Earn more net income than the previous accounting period D. Generate a net income Question 6 of 40 2.5 Points The area to the right of the breakeven point and between the total revenue line and the total expense line represents: A. expected profits. B. expected losses. C. variable expenses. D. fixed expenses. Question 7 of 40 2.5 Points The horizontal line intersecting the vertical y-axis at the level of total cost on a CVP graph represents: A. total costs. B. total variable costs. C. total fixed costs. D. breakeven point. Question 8 of 40 2.5 Points The Muffin House produces and sells a variety of muffins. The selling price per dozen is $15, variable costs are $9 per dozen, and total fixed costs are $4,200. How many dozen muffins must The Muffin House sell to breakeven? A. 10,500 B. 700 C. 280 D. 175 Question 9 of 40 2.5 Points Corny and Sweet grows and sells sweet corn at its roadside produce stand. The selling price per dozen is $3.75, variable costs are $1.25 per dozen, and total fixed costs are $750.00. What are breakeven sales in dollars? A. $563 B. $300 C. $375 D. $1,125 Question 10 of 40 2.5 Points Pluto Incorporated provided the following information regarding its single product: Direct materials used $240,000 Direct labor incurred.

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contemporary financial management What are the differences between the.docx

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Constants Part A By measurement you determine that sound waves are spreading out equally in all directions from a point source and that the intensity is 2.7x10-2 W/m2 at a distance of 4.5 Im from the source What is the intensity at a distance of 3.5 m from the source? Express your answer using two significant figures W/m2 Submit Incorrect. Try Again; 6 attempts remaining Part B How much sound energy does the source emit in one hour if its power output remains constant? Express your answer using two significant figures Submit Solution Part A. Intensity is given by: I = P/A = P/(4*pi*r^2) Since Source is same at both distance, So Power is constant, which means intensity is inversely proportional to square of distance from source. I2/I1 = (r1/r2)^2 I2 = I1*(r1/r2)^2 I2 = 2.7*10^-2*(4.5/3.5)^2 I2 = 4.5*10^-2 W/m^2 Part B. Power of source will be P = I*4*pi*r^2 P = 2.7*10^-2*4*pi*4.5^2 P = 6.87 W Now energy is given by: E = Power*time E = P*t t = 1 hr = 3600 sec E = 6.87*3600 E = 24732 J = 2.5*10^4 J Please Upvote. .

Constants Part A By measurement you determine that sound waves are spr.docx

mrichard5

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