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Mnenie [13.5K]
3 years ago
12

A worker received a $10,000 bonus and decided to split it among three different accounts. He placed part in a savings account pa

ying 4.5% per year, twice as much in government bonds paying 5%, and the rest in a mutual fund that returned 4%. His income from these investments after one year was $455. How much did the worker place in the government bonds?
Business
1 answer:
kotykmax [81]3 years ago
4 0

Answer:

so savings = $2200

bonds = $4400

and mutual fund = $3400

Explanation:

given data

received bonus = $10,000

savings account paying = 4.5% per year

bonds paying = 5%

mutual fund that returned = 4%

income from these investments = $455

to find out

How much did the worker place in the government bonds

solution

we consider amount invested for 4.5 % is = x

and hen his investment in bonds is = 2x  for 5%

and rest is  10000- x  - 2x

that is = (10000- 3x ) for 4%

so

interest equation will be here

0.045 x + 0.05 (2x) + 0.04 (10000-3x) = 455

solve we get

x = 2200

so savings = $2200

bonds = $4400

and mutual fund = $3400

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Inacio Corporation uses the weighted-average method in its process costing system. Data concerning the first processing departme
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Answer:

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The cost per equivalent unit for materials for the month in the first processing department is closest to:

= $14.50

Explanation:

a) Data and Calculations:

                                                        Units    Materials    Conversion

Beginning work in process           2,300     $14,400      $6,500

Percentage of completion                              75%           20%

Units started during the month   11,000

Total units available                     13,300

Units transferred to the next       9,900      100%         100%

Ending work in process               3,400        90%          30%

Costs added during the month               $173,500    $243,500

Equivalent units of production:

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Units transferred to the next       9,900      9,900 (100%)   9,900 (100%)

Ending work in process               3,400       3,060 (90%)     1,020 (30%)

Equivalent units of production                   12,960             10,920

Costs of production:                   Materials  Conversion

Beginning work in process           $14,400      $6,500

Costs added during the month    173,500    243,500

Total costs of production           $187,900  $250,000

Cost per equivalent unit:             Materials  Conversion

Total costs of production            $187,900  $250,000

Equivalent units of production       12,960        10,920

Cost per equivalent unit               $14.50       $22.89

7 0
3 years ago
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Explanation:

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Present value of annuity will e calculated as:

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= 600 × 124.282

= 74569

The amount that can be borrowed is $74569

3 0
3 years ago
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