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Triss [41]
2 years ago
8

In order to achieve a high economic freedom rating, a country musta. provide secure protection of privately owned property and e

venhanded enforcement of contracts.b. refrain from creating barriers that limit domestic and international trade.c. rely more fully on markets rather than governments to allocate goods and resources.d. all of the above.
Business
1 answer:
kkurt [141]2 years ago
5 0

Answer: The correct answer is choice d - all of the above.

Explanation: In order to achieve a high economic freedom rating, a country must do each of the three things listed.

1. They must provide secure protection of privately owned property and evenhanded enforcement of contracts.

2. The must refrain from creating barriers that limit domestic and international trade.

3. They must rely more fully on markets rather than governments to allocate goods and resources.

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You can save $1,000 per year for the next six years in an account earning 10 percent per year. How much will you have at the end
kicyunya [14]

Answer:

At the end of the sixth year, you will have:

= $8,487.17.

Explanation:

a) Data and Calculations:

Annual savings = $1,000

Interest rate per year = 10%

Period of savings = 6 years

First deposit = today

From an online financial calculator:

N (# of periods)  6

I/Y (Interest per year)  10

PV (Present Value)  0

PMT (Periodic Payment)  1000

 

Results

FV = $8,487.17

Sum of all periodic payments $6,000.00

Total Interest $2,487.17

8 0
3 years ago
How can you price your product or service at its worth or even more? You can price your product or service at its worth or even
stealth61 [152]
You can price your products, by average, fairness is key!
3 0
2 years ago
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The annual percentage yield (apy) is the
tia_tia [17]
Annual interest rate that factors in compounding effects.

Formula: APY = ( 1 + APR/n )^n - 1
4 0
3 years ago
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Bavarian Chocolate Company processes chocolate into candy bars. The process begins by placing direct materials (raw chocolate, m
DanielleElmas [232]

Answer:

Bavarian Chocolate Company

Blending Department

1. Cost of Production Report:

Cost of production:                   Materials     Conversion     Total

Beginning WIP                            $37,950        $8,418          $46,368

Direct materials, 26,000 units  429,000      149,040          578,040

Total cost or production         $466,950    $157,458        $624,408

(See the workings of this report below.)

2. Change in direct materials cost per equivalent unit

                                 Increase or Decrease

                               Materials     Conversion

September             $16.50          $6.005

October                   $16.51           $5.99

Amount                   $0.01           $0.015

                               Increase        Decrease

Explanation:

a) Data and Calculations:

partial work in process account of the Blending Department at October 31, 2014:

Date  Item                                                Debit       Credit       Balance

Oct.1 Bal., 2,300 units, 3/5 completed 46,368

31 Direct materials, 26,000 units       429,000                       475,368

31 Direct labor                                      100,560                       575,928

31 Factory overhead                              48,480                       624,408

31 Goods transferred, 25,700 units                     578,378       46,030                          

31 Bal., 2,600 units, 1/5 completed                                           46,030

Ending units in process:

Beginning units in process        2,300

Direct materials                        26,000

Units available for production 28,300

Units transferred out               25,700

Ending units in process             2,600

Equivalent units of production:               Materials  Conversion

Units started and completed = 25,700   25,700      25,700

Ending WIP                                  2,600     2,600           520 (1/5 * 2,600)

Equivalent units produced                      28,300      26,220

Cost per unit of direct materials = $429,000/26,000 = $16.50

Cost of production:                   Materials     Conversion     Total

Beginning WIP                            $37,950        $8,418          $46,368

Direct materials, 26,000 units  429,000      149,040          578,040

Total cost or production         $466,950    $157,458        $624,408

Cost per equivalent unit:      Materials     Conversion

Total cost or production         $466,950    $157,458

Equivalent units produced          28,300       26,220

Cost per equivalent unit           $16.50          $6.005

Assignment of cost to units completed and ending WIP:

                                                    Materials     Conversion      Total

Units transferred out (25,700)   $424,050     $154,328    $578,378

Ending WIP (2,600/520)                 42,900            3,130        46,030

Total                                            $466,950     $157,458    $624,408

2. Assuming that the October 1 work in process inventory includes direct materials of $38,295, determine the increase or decrease in the cost per equivalent unit for direct materials and conversion between September and October.

Cost of production:                   Materials     Conversion     Total

Beginning WIP                            $38,295        $8,073         $46,368

Direct materials, 26,000 units  429,000       149,040         578,040

Total cost or production         $467,295       $157,113        $624,408

Cost per equivalent unit:      Materials     Conversion

Total cost or production         $467,295      $157,113

Equivalent units produced         28,300       26,220

Cost per equivalent unit           $16.51           $5.99

Assignment of cost to units completed and ending WIP:

                                                    Materials     Conversion      Total

Units transferred out (25,700)   $424,307     $153,943    $578,250

Ending WIP (2,600/520)                 42,926            3,115         46,041

Total                                            $467,233     $157,058    $624,291

5 0
2 years ago
Suppose your salary in 2012 is $70,000. Assuming an annual inflation rate of 7%, what salary do you need to earn in 2019 in orde
Yanka [14]

Answer:

Salary 2019= $112,404.7

Explanation:

Giving the following information:

Salary 2012= $70,000

Inflation rate= 7%

Salary 2019= ?

To calculate the nominal value of your salary to maintain the purchasing power, we need to use the following formula:

FV= PV*(1+i)^n

FV= 70,000*(1.07^7)

FV= $112,404.7

3 0
3 years ago
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