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steposvetlana [31]
3 years ago
10

You have $2,500 to deposit into a savings account. The five banks in your area offer the following rates. In which bank should y

ou deposit your savings?
a) Bank C: 3.70% compounded semi-annually
b) Bank E: 3.65% compounded quarterly
c) Bank D: 3.67% compounded continuously
d) Bank A: 3.75%, compounded annually
e) Bank B: 3.69%, compounded monthly
Business
1 answer:
ehidna [41]3 years ago
3 0

Answer:

e) Bank B: 3.69%, compounded monthly

Explanation:

Since the interest is compounded for different periods in the options given, find the Effective Annual Interest rate for each Bank. This will be a fair comparison for each option.

Where,

Effective Annual Interest Rate =  ( 1 + i/n) ^ n - 1

Therefore,

<u>Bank C: 3.70% compounded semi-annually</u>

Effective Annual Interest Rate =  ( 1 + i/n) ^ n - 1

                                                  = (1 + 3.70%/2) ^ 2 - 1

                                                  = 7.12 %

<u>Bank E: 3.65% compounded quarterly</u>

Effective Annual Interest Rate =  ( 1 + i/n) ^ n - 1

                                                  = (1 + 3.65%/4) ^ 4 - 1

                                                  = 12.38 %

<u>Bank D: 3.67% compounded continuously</u>

Effective Annual Interest Rate = e ^ i - 1

                                                  = 2.7182818 ^ 3.67% - 1

                                                  = 3.74

<u>Bank A: 3.75%, compounded annually</u>

Effective Annual Interest Rate =  ( 1 + i/n) ^ n - 1

                                                  = (1 + 3.75%/1) ^ 1 - 1

                                                  = 3.75 %

<u>Bank B: 3.69%, compounded monthly</u>

Effective Annual Interest Rate =  ( 1 + i/n) ^ n - 1

                                                  = (1 + 3.69%/12) ^ 12 - 1

                                                  = 23.96 %

Conclusion

Choose the option that is giving the highest Effective Annual Interest Rate. Therefore, choose e) Bank B: 3.69%, compounded monthly.

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Answer:

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Since allocation of the personnel department services is based on the number of employees, we can use this to calculate the percentage.  The personnel employees are not included in this calculation.

= 4/32 x 100 = 12.5%

b) Percentage of total payroll department services provided to the personnel department.  Since the basis is the gross payroll, we can use this to calculate the percentage.  The gross payroll of the Payroll department is not included in the calculation.

= $6,000/$42,100 x 100 = 14.3%

c)                          Personnel  Payroll  House-     Clothing   Furniture    Total

                                                         Ware

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  cost               $ 7,800  $ 3,200    $ 12,200   $ 20,000  $ 16,750  $59,950

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  employees       5              4                8               16             4             37

Gross payroll $ 6,000  $ 3,300    $ 10,600     $ 17,400    $ 8,100   $45,400

Total cost      $13,800   $6,500    $22,800     $37,400  $24,850  $105,350

Allocation of service departments costs, using the step method:

Personnel      -13,800      1,725          3,450         6,900       1,725       13,800

Payroll              0           -8,225           2,415         3,965        1,845       8,225

Total allocated 0               0          $28,665    $48,265   $28,420 $105,350

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a) Data:

                        Personnel  Payroll  House-     Clothing   Furniture    Total

                                                         Ware

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The second method is the step method.  Here, the costs of one service department with the highest cost are allocated to all other departments first, including production and other service departments following a step.  The costs of the next service department with the highest costs are allocated to the remaining departments.  This step is continued until all the service departments' costs have been allocated.  Once the costs of a service department have been completely allocated, that department would not be allocated any other cost.

The Reciprocal method, which is the last method, is the most accurate and complicated method.  This method first establishes the relationship among the service departments in equation form and uses the established equations to allocate the costs of service departments.  We may not discuss it further than this.

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