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Troyanec [42]
3 years ago
15

Suppose that you open a mutual fund account with a deposit of 500 dollars. 5 months later, the fund balance is 600 dollars, and

you withdraw 216 dollars. A year after the account was opened, your balance is X dollars. If the dollar weighted and time weighted rates of return were the same, what is the rate of return
Business
1 answer:
faust18 [17]3 years ago
8 0

Answer:

The question is not complete, below is the complete question:

Suppose that you open a mutual fund account with a deposit of 500 dollars. 5 months later, the fund balance is 600 dollars, and you withdraw 216 dollars. A year after the account was opened, your balance is X dollars. If the dollar weighted and time weighted rates of return were the same, what is the rate of return? (Assume simple interest for the dollar weighted calculation.) Answer should be a percent!!!

Answer:

The rate of return is 48% on deposited fund.

Explanation:

The rate of return on investment is the percentage increase on an amount invested for a particular period of time, and to calculate this, we will use the simple interest formula:

I = P × R × T

Where:

P = principal = $500

R = rate in decimal ( %rate/100)

T = time = 5 months = 5/12 years

I = interest = Principal - final balance = 600 - 500 = $100

∴ 100 = 500 × R/100 × 5/12

100 = \frac{2500R}{1200}

120,000 = 2500R

∴ R = 120,000 ÷ 2500 = 48%

Therefore rate of return (R) = 48%

For a clearer understanding of the concept of interests, let us calculate for the balance after one year (X) as shown below:

I = P×R×T

T = 1 because, X is the balance after one year.

I = 500 × 48/100 × 1

I = $240

therefore the final amount after one year = interest + principal

= 240 + 500 = 740

but we were told that $216 was withdrawn at 5 months, hence the balance after one year = 740 - 216 = $524

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Answer:

                                                                                       <u> Blank 1 </u>    <u>  Blank 2</u>

i. Depreciation expense                                                       A               I

ii. Purchase of office equipment                                          B               D

iii. Decrease in accounts receivable                                    A                I

iv. Payment of cash dividends                                              C               D

v. Conversion of bonds into common stock                        D               N

vi. Sold land and warehouse used in the corp.                    B                I

vii. Gain on sale of land and warehouse in part vi.              A               D

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ix. Decrease in accounts payable                                         A               D

x. Increase in inventory                                                          A               D

Explanation:

Note: This question is not complete. The complete question is therefore provided before answering the question. See the attached pdf for the complete question.

How each of the item will appear in the  the statement of cash flows (using the indirect method) is also provided below:

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Statement of Cash Flows (Indirect Method Format)

For the year...

<u>Details                                                                                   $                 $   </u>

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i. Depreciation expense                                                     xx

iii. Decrease in accounts receivable                                  xx

vii. Gain on sale of land and warehouse in part vi.          (xx)

ix. Decrease in accounts payable                                      (xx)

x. Increase in inventory                                                   <u>    (xx)     </u>

Net cash flows from operating activities                                             xxx

<u>Investing activities:</u>

ii. Purchase of office equipment                                          (xx)

vi. Sold land and warehouse used in the corporation       <u>  xx   </u>

Net cash flows from investing activities                                               xxx

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Net cash flows from investing activities                                              <u>   xxx  </u>

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