Answer:
Preferred stock holders' dividend = $280000
Common stock holders' dividend = $8000
Explanation:
A cumulative preferred stock is one whose dividends are accumulated in arrears and are to paid in the following year(s), if the company fails to pay or partially pay the dividends in a certain year. The yearly dividend on preferred stock is,
Preferred stock dividend = 10000 * 200 * 0.07 = $140000
As the dividends on preferred stock are in arrears for one year, the company will pay a dividend this year on preferred stock of,
Preferred stock dividend to be paid = 140000 + 140000 = $280000
Thus, out of the announced dividend of $288000, $280000 will be paid to the preferred stock holders while the remaining $8000 will be paid to the common stock holders.
Answer:
24.9%
Explanation:
In this question, we are asked to calculate the annual that would have been earned if a comic book bought in 1963 is sold in 2021.
We proceed as follows:
Price of comic book in 1963 = $0.14 or 14 cents
Price of comic book in 2021 = $55,700
The investment period = 58 years
We represent the rate of interest earned by buying the book in 1963 and selling in 2021 as r.
The Total amount A = P(1+r)^n
55,700 = 0.14(1+r)^58
397,867 = (1+r)^58
By computation,
1+r = 1.249
r = 0.249
This means that the rate of interest earned is 24.9%
Answer:
It will deduct up to 5,600 with any method as it cannot deduct above her current taxable income.
The rest of the cost will be aplpied into subsequent tax periods.
Explanation:
The S179 deduction can only be done up to a taxaable income of zero
Therefore, as McKenzie taxable income is $5,600 it will deduct as much as that. Leaving the rest of the depreciation for further years.
212,000 - 5.600 = 206.400
Answer:
Could outliers be affecting the relationship?
Explanation:
In most practical circumstances an <u>influence outlier</u> decreases <u>the value of a correlation coefficient and weakens the regression relationship, </u>but it's also possible that in some circumstances an outlier may increase a correlation value and improve regression.
<u>Notice that in the scenario it is mentioned that ''he notices that one student has a visual digit span that is twice as long as anyone else.'' , this will raise the question as to ''what is increasing the value of the correlation coefficient (the span) between the 'digits the students hear' AND 'the digits the student read'</u>
<u />
Answer:d
Explanation:I just took the test.