It is most likely going to rise back up. Everybody has a down point at some point or time but they always rise back up!
Answer:
b. $55,000
Explanation:
The movement in the dividend payable account which represents the difference between the payable opening an closing balances. This difference is due to dividend paid during the year as well as dividend declared and can be shown by the equation below.
Opening balance + Declared dividend - dividend paid = closing dividend
$20,000 + $60,000 -dividend paid = $25,000
Dividend paid = $20,000 + $60,000 - $25,000
= $55,000
Answer:
James will lose money, since his earnings will be lower than the interest that he must pay.
Explanation:
The capitalization (cap) rate is a ratio calculated by dividing the net operating income over the property asset value.
For example, if James is purchasing the property at $100,000, his net earning will be $7,500 per year (cap rate of 7.5%), but he will have to $8,000 in interests for the property. The interests are higher than the earnings, therefore the leverage is negative.
The required rate of return is $3.42%
<h3>What is Perpetuity?</h3>
A constant cash flow with indefinite period of time is called perpetuity. In this question a perpetual payment of dividend is being made. so the price of the share is calculated by the formula of perpetuity.
<u>Given:</u>
Present value of perpetuity = $92 per share
Cash flows = $3.15 every year
<u>Find:</u>
Rate of return can be calculated from the perpetuity formula
Present value of perpetuity = Cash flows / Required rate of return
Present value of perpetuity = Cash flows / Required rate of return
$92 = $3.15 / Required rate of return
Required rate of return = $3.15 / $92
= 0.0342
= $ 3.42%
Therefore the Required return for Oberholser, Inc will be 3.42%.
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Answer: 0.11 or 11%
Explanation: The dollar-weighted return (DWR) measures the rate of return of an investment or a portfolio, taking under consideration the timing of flows. for every deposit, add the resulting amount to the start balance, and for every withdrawal, subtract that quantity. Check the attachment for the solution.
Once you've got both numbers, divide the first by the second. which will offer you the dollar-weighted investment return, which you'll then multiply by 100 to give you a return in percentage terms.
