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Rina8888 [55]
3 years ago
8

Jake owes $3,990 on a credit card with an APR of 13.9 percent. How much more will it cost him to pay off this balance if he make

s monthly payments of $50 rather than $60? Assume he does not charge any further purchases.
Business
1 answer:
irakobra [83]3 years ago
7 0

Answer:

$3,545

Explanation:

PV = 3990

APR = .139

PV = $3,990 = $50 × (1 - {1 / [1 + (.139 / 12)]t}) / (.139 / 12)

t = 224.16 months.

PV = $3,990 = $60 × (1 - {1 / [1 + (.139 / 12)]t}) / (.139 / 12)

t = 127.72 months.

Additional cost = (224.16 ×$50) - (127.72 ×$60) = $3,545

It will cost Jake $3,545 to pay off his balance, if he makes monthly payments of $50 rather than $60.

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Nowadays, there are several ways to access the electronic banking environment. Which of the following is not one of them?
labwork [276]
<span>A calculator (answer C) is not way to access the electronic banking its kinda common sense</span>
8 0
2 years ago
Machinery purchased for $66,000 by Metlock Co. in 2016 was originally estimated to have a life of 8 years with a salvage value o
7nadin3 [17]

Answer:

Debit : Depreciation Expense   $4,510

Credit : Accumulated Depreciation $4,510

Explanation:

Straight line method charges a fixed amount of depreciation for the period the asset is used in the business.

<em>Depreciation expense = (Cost - Residual Value) ÷ Estimated Useful life</em>

therefore

Annual Depreciation Expense = ($66,000 -  $4,400) ÷ 8

                                                  = $7,700

2016

Annual Depreciation Expense = $7,700

2017

Annual Depreciation Expense = $7,700

2018

Annual Depreciation Expense = $7,700

2019

Annual Depreciation Expense = $7,700

2020

Annual Depreciation Expense = $7,700

2021

Beginning Accumulated depreciation Balance = $38,500

<u>Calculate New Depreciable amount</u>

Depreciable amount = Cost - Accumulated depreciation - New Salvage Value

                                   = $66,000 - $38,500 - $4,950

                                   = $22,550

<u>Calculate New Useful Life</u>

5 years have already expired so the remainder out of the new 10 years is 5 years

<u>Calculate New Depreciation Expense</u>

Depreciation Expense = $22,550 ÷ 5 = $4,510

6 0
2 years ago
When an organization’s internal environment no longer allows the organization to perform effectively, a manager might do which o
Drupady [299]

<u><em>Explanation</em></u>:

<u>Question 1.</u> These options apply;

  • Create a culture of innovation by inviting and expecting employees to contribute new ideas.
  • Hire people with new skills and perspectives and train current employees on new skills.
  • Restructure the organization to be more customer-centric and make work processes more efficient.

<u>Question 2.</u> These options apply;

  • Think about new possibilities for the organization.
  • Spend a good deal of time determining what the problem is and find out what caused it.
  • Create deadlines and checkpoints for solving the problem

<u>Question 3</u>

B. slow moving and stable

<u>Question 4</u>

D. incremental

<u>Question 5. </u>

D. made a proactive change

7 0
2 years ago
A chemical manufacturer is setting up capacity in Europe and North America for the next three years. Annual demand in each marke
Yuri [45]

Answer:

Explanation:

The two choices under consideration are building 4 million units of capacity in North America

YEAR                         1                    2                           3  

Production and Sales 4,000,000.00   4,000,000.00   4,000,000.00  

Variable cost @ 10  40,000,000.00   40,000,000.00   40,000,000.00  

Divide by:

Conversion Factor  1.33                         1.33                     1.33  

Multiply by:

Growth(.1*.5)+(-.05*.5) 1.025                        1.025^2                  1.025^3  

NET CASHFLOWS  30,827,068.00   31,597,744.00   32,387,688.00  

DCF @ 10%     0.909090909           0.83                  0.75  

Present Values  28,024,607.27   26,113,838.02   24,333,349.36  

NET TOTAL COST 78,471,794.65  

or building 2 million units of capacity in each of the two loca-tions. Building two plants will incur an additional one-time cost of $2 million.

YEAR                  0            1                      2                              3  

Production and Sales       4,000,000.00      4,000,000.00   4,000,000.00  

Variable cost @ [(10+9)/2] 38,000,000.00  38,000,000.00   38,000,000.00  

Additional cost  2,000,000.00      

Conversion Factor     1.33     1.33                   1.33                       1.33  

Growth(.1*.5)+(-.05*.5)    1.025               1.025^2              1.025^3  

CASHFLOWS  1,503,759.40  29,285,714.29  30,017,857.00  30,768,304.00  

DCF @ 10%       1           0.909090909    0.826446281 0.751314801  

Present Value 1,503,759.40  26,623,376.62   24,808,146.28   23,116,682.19  

NET TOTAL COST = 76,051,964.50  

DECISION: The manufacturer should build 2 plants in 2 different locations because it gives a lower net present cost

<u>At what initial cost differential from building the two plants will the chemical manufacturer be indifferent between the two options?</u>

The difference in both options came from the fact that variable cost is lower in Europe and building the plant is more expensive. If there is no increase in cost and variable cost is same everywhere, then both options will be same.

5 0
2 years ago
The Flores Family loves to go sailing on the weekends. Mr. Flores has decided to purchase a more spacious sailboat. The sailboat
zavuch27 [327]

Answer:

$367.86

Explanation:

To calculate this, we use the formula for calculating future value annuity (FVA) due as follows:

FV = M × {[(1 + r)^n - 1] ÷ r} × (1 + r) ................................. (1)

Where,

FV = Future value of an annuity or the cost of sailboat =  $20,000

M = Amount of each annuity  or to deposit monthly = ?

r = Monthly interest rate  = 0.06 ÷ 12 = 0.005

n = number of months = 4 years × 12 = 48

Substituting the values into equation (1), we have:

20,000 = M × {[(1 + 0.005)^48 - 1] ÷ 0.005} × (1 + 0.005)

20,000 = M × 54.3683213801713  

Making M the subject of the formula and solve, we have:

M = 20,000 ÷ 54.3683213801713  = $367.86

Therefore, Mr. Flores should deposit $367.86 in this account at the beginning of each month to be able to pay cash for the sailboat in 4 years.

8 0
2 years ago
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