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BigorU [14]
2 years ago
6

If variable cost of goods sold totaled $90,000 for the year (18,000 units at $5.00 each) and the planned variable cost of goods

sold totaled $86,400 (16,000 units at $5.40 each), the effect of the quantity factor on the change in contribution margin is:
Business
1 answer:
IrinaK [193]2 years ago
7 0

Answer:

$10,800

Explanation:

The computation of effect on the quantity factor is shown below:-

Actual variable cost = 18,000 × $5

= $90,000

Planned variable cost = 16,000 × $5.40

= $86,400

Total change in contribution margin = Actual variable cost - Planned variable cost

$90,000 - $86,400

= $3,600

Change in quantity = 18,000 - 16,000

= 2,000 units

Effect on the quantity factor = Change in quantity × Cost per unit

= 2,000 units × $5.40

= $10,800

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Claudia feels strongly against a law that was recently passed in her hometown. She proceeds to write letters to the local newspa
Evgesh-ka [11]

Answer:

Option(b) is the correct answer to the given question

Explanation:

The main objective of the first amendment says that freedom and rights regarding to the correct to the protest, religious faith, appearance as well as assembly.This law is all about the freedom to all the region of the person .

  • The first amendment prohibits Congress both from supporting yet another religious belief over the other and prohibiting the religious beliefs of even a person as well.
  • As claudia writing the letters to the news paper supportive of the law's effect. She also protests upwards the sidewalk, noisily promoting her viewpoint in front of town hall it is similar to  first Amendment  law.
  • All the other option are not related to the given scenario that's why these are incorrect option .
5 0
2 years ago
A corporation has 10,000 bonds outstanding with a 6% annual coupon rate, 8 years to maturity, a $1,000 face value, and a $1,100
stiv31 [10]

Answer:

Year   Cashflow    [email protected]%      PV           [email protected]%     PV

               $                                 $                                  $

  0        (1,100)           1           (1,100)           1             (1,100)

1-8        47.4             5.3349  252.87      7.0197      332.73

 8       1,000             0.4665    465.5      0.7894       789.4

                                  NPV      (381.63)              NPV 22.13                    

Kd = LR     + NPV1/NPV1+NPV2    x (HR – LR)

Kd = 3       + 22.13/22.13 + 381.63   x (10 – 3)

Kd =  3       + 22.13/403.76 x 7

Kd = 3        + 0.38

Kd = 3.38%  

Explanation:

Cost of debt is calculated based on internal rate of return formula. In year 0, we will consider the current market price of the bond as cashflow. In year 1 to 8, we will consider the after-tax coupon as the cashflow. The after-tax coupon is calculated as R(1 - T).  R is 6% x $1,000 = $60 and tax is 21%. Thus, we have $60(1  - 0.21) = $47.4. then we will discount the cashflows for  8 years so as to obtain the internal rate of return. The internal rate of return represents cost of debt.

3 0
2 years ago
On January 1, Boston Company completed the following transactions (use a 7% annual interest rate for all transactions): (FV of $
GaryK [48]

Answer:

a) A sum of $6,000 is to be paid at the end of each year for 7 years and the principal amount $115,000 to be paid at the end of 7th year.

PV=$6,000/(1+0.07)^1 + $6,000/(1+0.07)^2 +$6,000/(1+0.07)^3 +$6,000/(1+0.07)^4 +$6,000/(1+0.07)^5 +$6,000/(1+0.07)^6 +$6,000/(1+0.07)^7 +$115,000/(1+0.07)^7

PV=$5,607.47 + $5,240.63 + $4,897.78 + $4,577.37 + $4,277.91 + $3,998.05 + $3,736.49 + $71,616.22

PV=$103,951.92

b) Let the single sum that will grow to $490,000 at 7% interest per annum at the end of 8 years be X

FV=PV(1+i)^n

$490,000 = X(1+0.07)^8

Thus,

X= $490,000/(1.07)^8

X = $490,000/1.7182

X = $285,182

Thhus, a single sum of $285,182 needs to be deposited for 8 years at 7% interest p.a.

The total amount of interest revenue is ($490,000-$285,182) = $204,818

c) PV = $75,000/(1.07)^1 + $112,500/(1.07)^2 + 150,000/(1.07)^3

PV = $70,093.45 + $98,261.85 + $122,444.68

= $290,800

FV =$75,000*(1.07)^1 + $112,500*(1.07)^2 + 150,000*(1.07)^3

= $80,250 + $85,867 + $91,878

= $257,995

d) The cost of the machine is $170,000. Immediate cash paid $34,000. Loan Amount is ($170,000-$34,000)=$136,000

The PVA factor at 7% p.a compounded annually for 5 years is 4.1002

Thus, the PMT = 136,000/4.1002

= $33,169

Thus, the amount of each annual payment is $33,169 for 5 years.

The total amount to be paid is ($34,000+$33,169*5)

=$34,000+$165845

=$199845

The interest expense is ($199845 - $170,000)

= $29,845

3 0
2 years ago
Read 2 more answers
Consider a palletizer at a bottling plant that has a fi rst cost of $150,000, operating and maintenance costs of $17,500 per yea
pshichka [43]

Answer:

Annual equivalent cost of the investment = $30,603.43 per annum

Explanation:

<em>Equivalent Annual cost is the Present Value of the total cost over the investment period divided by the appropriate annuity factor.</em>

<em>Step 1 </em>

<em>PV of cash flows</em>

PV of first cost =  150,000

<em>PV of annual maintenance cost of $17,500</em>

= 17,500× (1-(1+0.08)^(-30))/0.08

= 197,011.21

<em>PV of salvage value</em>

$25,000 × (1+0.08)^(-30)

= 2,484.43

<em>PV of net total cost </em>

= 197,011.21  +150,000 - 2,484.43

=  344,526.78

Step 2

<em>Determine the annuity factor for 30 years at 8%</em>

(1-(1+0.08)^(-30))/0.08

=11.2577

Step 3

<em>Equivalent annual cost</em>

= 344,526.78 / 11.2577

<em> =$30,603.43</em>

Annual equivalent cost of the investment = $30,603.43 per annum

6 0
2 years ago
Lisa surveyed a sample group of people. Based on her survey, Lisa suggested to her company that they develop a customizable trav
saw5 [17]
<h2>Answer:</h2><h3>To me i think that the answer is e) ad analysis </h3><h2>Explanation:</h2><h3>she was going around and survey a sample group of people. Then she suggested to her company about they develop a customizable travel application.</h3>
8 0
2 years ago
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