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NikAS [45]
2 years ago
5

Jackson Company has two service departments (S1 and S2) and two producing departments (A and B). Department S1 serves Department

s S2, A, and B in the following percentages, respectively: 15%, 25%, and 60%. Department S2 serves Departments S1, A, and B in the following percentages, respectively: 0%, 70%, and 30%. Direct department costs for S1, S2, A, and B are $200,000, $16,000, $210,000, and $185,000, respectively. If Jackson uses the step method of allocating service department costs beginning with Department S1, what is the total amount of cost that will be allocated from S2 to Department A?
Business
1 answer:
rusak2 [61]2 years ago
3 0

Answer:

The total amount of cost that will be allocated from S2 to Department A is $32,200.

Explanation:

This can be calculated as follows:

Cost allocated from Department S1 to Department S2 = Direct department costs of Department S1 * Percentage of service to Department S2 = $200,000 * 15% = $30,000

Total Direct department costs for S2 = Direct department costs for S2 + Cost allocated from Department S1 to Department S2 = $16,000 + $30,000 = $46,000

Cost allocated from Department S2 to Department SA = Total direct department costs for S2 * Percentage of service to Department A = $46,000 * 70% = $32,200

Therefore, the total amount of cost that will be allocated from S2 to Department A is $32,200.

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$8,000

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40% of $20,000 is

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You are considering investing $1,000 in a complete portfolio. The complete portfolio is composed of Treasury bills that pay 5% a
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amount to be investment in risky portfolio =  $405

amount invest in security x = $243

amount invested in security Y = $162

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given data

investing = $1,000

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optimal weights of X = 60 %

optimal weights of Y = 40 %

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expected rate of return y = 10%

solution

we know that

                      weight                     return                     return from risky port

X                     60 %                         14 %                       8.4 %

Y                     40 %                          10 %                       4%

total                                                                                 12.4 %

so here

return from risky portfolio is = 12.4 %

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return from risk free investment = 5 %

so 'we consider here investment in risky portfolio = x

so investment in risk free  = 1 - x

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12.4 % × x + 5 % × (1-x) = 8 %

solve we get

x = 0.405

so investment in risky portfolio = 0.405

so investment in risk free  =0.595

and

amount to be investment in risky portfolio = $1000 × 0.405

amount to be investment in risky portfolio =  $405

and

amount invest in security x = $405 × 60%

amount invest in security x = $243

and

amount invested in security Y = $405 × 60%

amount invested in security Y = $162

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