The investor will show a capital loss of $155.
We gather the following information from this question:
Pop of the fund three years ago : $12
NAV of the fund three years ago : $11.50
Current Pop : $11
Current NAV : $10.45
Number of shares : 100 shares.
We need to calculate capital loss or gain on the 100 shares in the mutual fund.
While taking the cost per unit, <u>we need to consider the public-offer-price (pop) into consideration, since an investor can only buy the shares at pop</u>.
Similarly, while selling the shares, the <u>shareholder can liquidate his position by selling back to the mutual fund at the NAV prevailing at the end of the business day</u> on which he wants to sell.
So, the formula to calculate capital gain or loss is:



Answer:
The correct answer is $479,500.
Explanation:
According to the scenario, the computation of the given data are as follows:
We can calculate the total revenue by using following formula:
Total revenue = Net sale + Dividend revenue + Rent revenue
Where, Net sales = Sales revenue - Sales return
= $445,000 - $34,000 = $411,000
By putting the value in the formula, we get
Total revenue = $411,000 + $10,500 + $58,000
= $479,500
Answer:
Current yield=5.6%
Explanation:
<em>The current yield is the proportion of the current price of a bond earned as annual interest payment.</em>
<em>Current yield = annual interest payment/bond price</em>
<em>Annual interest payment = coupon rate × face value</em>
= 5.44% × $2000
= $108.8
Current yield
= annual interest payment/price
= $(108.8/1,930.36) × 100
= 5.6%
Note we used the annual interest payment nothwithstanding that interests are paid semi-annually
Answer:
Year Cash Flow Cumulative Cash flow Discounted Cash Flow(8.9%) 0 $5,095,000 $5,095,000 $453,455 1 $1,500,000 $3,595.000 $3,141,5452 $3,000,000 $ 595,000 $141,5453 $4,500,000 ($3,905,000) $3,4515454 $6,500,000ABC Hospital will get ROI in 3 years, this option I would recommend to the CEO.
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Answer:
$812.20
Explanation:
Given the following bond characteristic:
Coupon rate = 12%
Market or yield rate = 15%
Years to maturity = 20 years
Face or par value = $1000
Inputting the values into a bond value calculator, the bond value output is : $812.20
This means that the sum of the present value of all likely coupon payment and par at maturity. It is simply the present value of all cash streams it is projected to generate.