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marshall27 [118]
3 years ago
5

Falcon Co. produces a single product. Its normal selling price is $29 per unit. The variable costs are $15 per unit. Fixed costs

are $20,900 for a normal production run of 5,000 units per month. Falcon received a request for a special order that would not interfere with normal sales. The order was for 1,680 units with a special price of $20 per unit. Falcon has the capacity to handle the special order, and for this order, a variable selling cost of $2 per unit would be eliminated. If the order is accepted, the differential effect on profit would be a
Business
1 answer:
Elan Coil [88]3 years ago
5 0

Answer:

$11,760

Explanation:

The sales less the variable cost gives the contribution margin. The contribution margin less the fixed cost gives the net operating income/profit.

Without the new offer

Profit = 5000($29 - $15) - $20,900

= $70,000 - $20,900

= $49,100

For the new order a variable selling cost of $2 per unit would be eliminated, the contribution of the order will be

= 1680($20 - $15 + $2)

= 1680 * $7

= $11,760

This is the differential effect on profit.

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During March, the company worked 16,000 machine-hours and produced 10,000 units. The company had originally planned to work 18,0
OLEGan [10]

Complete question:

You have just been hired by SecuriDoor Corporation, the manufacturer of a revolutionary new garage door opening device. The president has asked that you review the company’s costing system and “do what you can to help us get better control of our manufacturing overhead costs.” You find that the company has never used a flexible budget, and you suggest that preparing such a budget would be an excellent first step in overhead planning and control.

      After much effort and analysis, you determined the following cost formulas and gathered the following actual cost data for April:

                                          Actual Cost in April

 Utilities    $16,700 plus $.14 per machine-hour      $ 21,020    

 Maintenance   $38,300 plus $1.50 per machine-hour   $ 59,100    

 Supplies      $.40 per machine-hour          $ 7,000    

 Indirect labor  $94,700 plus $1.80 per machine-hour   $ 128,000    

 Depreciation   $68,400    $ 70,100  

During March, the company worked 16,000 machine-hours and produced 10,000 units. The company had originally planned to work 18,000 machine-hours during March.

Solution:

1. The activity variances are shown below:

                              SecuriDoor Corporation

                                   Activity Variances

                         For the Month Ended March 30

                                Planning Budget    Flexible Budget    Activity  Variances

Machine-hours (q)          18,000                16,000  

Utilities ($16,700 + $.14q)   $ 19,220         $ 18,940               $ 280   F

Maintenance ($38,300 + $1.50q)  65,300     62,300           3,000   F

Supplies ($.40q)               7,200                6,400                 800   F

Indirect labor ($94,700 + $1.80q)  127,100     123,500       3,600   F

Depreciation ($68,400)    68,400           68,400           0     None

Total                                $ 287,220       $ 279,540              $ 7,680   F

2. The spending variances are computed below:

                               SecuriDoor Corporation

                              Spending Variances

                          For the Month Ended March 30

                                    Flexible Budget    Actual Results  Spending Variances

 Machine-hours (q)         16,000                16,000  

Utilities ($16,700 + $.14q)   $ 18,940         $ 21,020           $ 2,080   U

Maintenance ($38,300 + $1.50q)  62,300     59,100        3,200   F

Supplies ($.40q)               6,400                7,000                600   U

Indirect labor ($94,700 + $1.80q)   123,500     128,000     4,500   U

Depreciation ($68,400)     68,400           70,100                1,700   U

Total                               $ 279,540            $ 285,220  

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The federal funds rate is the interest rate that banks charge one another for short-term (typically overnight) loans. When the F
WARRIOR [948]

Answer: decreases

                                                                         

Explanation: The following practice is done by the central bank in the situation of inflation when there is an excess supply of money in the economy.

The central bank tries to decrease the funds by selling the govt bonds to the banks. This results in decrease in funds from banks as they have to buy such bonds from their respective funds.

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Jeanne owns a manufacturing business. Recently, Jeanne learns of a new technology that will support her business’s production pr
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Answer:

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3 years ago
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The more companies an insurance company insures, the more likely they can predict the percentage of losses over a
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Answer: C. Law of Large Numbers

Explanation:

The law of large numbers, posits that as the sample size grows, the mean of the samples will be closer to the average that's meant for the entire population.

According to the law of large numbers, when an experiment is repeated so many times, and then the results are averaged, the value that one gets will be close to the expected value.

In insurance, the more companies that are insured by the insurance company, the more likely they will b able to predict the percentage of losses over a given period of time.

5 0
3 years ago
If the demand curve for coconut oil is expressed as Q=1200-10p+16p_p+0.2Y, where Q is the quantity of coconut oil demanded in th
lbvjy [14]

Answer:

\frac{\Delta Q}{\Delta Y} \frac{Y}{Q}=0.2\frac{501}{1300}=0.077

Explanation:

To find the income elasticity we first must recall the formula

\eta_{q,y}=\frac{\Delta Q}{\Delta Y} \frac{Y}{Q}

which is the percentage change in quantity when income increases in one percent.

From the demand curve we can find \frac{\Delta Q}{\Delta Y} by taking derivative of Q with respect to Y: \frac{\Delta Q}{\Delta Y} =0.2

Next we need to know what is the income at the equilibrium quantity of 1300, which we can back out from the data given in the question

Q=1200-10p+16p_p+0.2Y

1300=1200-10\times .50+16\times .30+0.2Y\\100+5-4.8=0.2Y\\Y=\frac{100.2}{0.2}=501

Then

\eta_{q,y}=\frac{\Delta Q}{\Delta Y} \frac{Y}{Q}=0.2\frac{501}{1300}=0.077

8 0
3 years ago
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