Answer:
12.09%
Explanation:
The computation of the total percentage return on this investment is shown below:
= {(Sale price of the stock - purchase price of stock + dividend received per share) ÷ purchase price of stock) × 100
= {($47.76 - $43.58 + $1.09 ) ÷ $43.58} × 100
= ($5.27 ÷ $43.58 ) × 100
= 12.09%
We simply applied the above formula so that the total percentage return on this investment could come
Answer:
Income tax expense $1,000,000 Dr.
Deferred tax liability $7,750,000 Dr.
To income tax payable $8,750,000 Cr.
Explanation:
Given the following :
Pretax accounting income = $66 mollion
TAXABLE INCOME = $35 million
Tax rate = 25%
Income tax payable:
Income tax rate × taxable income
25% × 35,000,000
= $8,750,000
Deferred tax liability :
(pretax income - taxable income) × tax rate
($66 - $35) million × 25%
$31,000,000 × 25%
= $7,750,000
Income tax expense :
Deferred tax + income tax payable
$(8,750,000 - 7,750,000)
= $1,000,000
Answer: The term structure of interest rates and the time to maturity are always directly related.
Explanation:
The term structure of interest rates shows the relationship between interest rates and the different maturity periods of bonds. Normally, these move in the same direction i.e., the higher the maturity period, the higher the interest rate.
This however is not a given. It might be expected for instance that interest rates might drop in future. In such a situation, the interest might reduce with a longer maturity period which would depict an inverse relationship instead of a direct one.
<u>Journal entry for the issuance of Bonds:</u>
It is given that on December 31, 2015, wintergreen, inc., issued $150,000 of 7 percent, 10-year bonds at a price of 93.25. That means the proceeds from issue of these bonds are 150,000*93.25/100 = $139,875 and the discount on issue of bonds shall be = 150,000-139875 = $10,125.
The Journal entry for the issuance of Bonds shall be as follows:
December 31, 2015
<u>Account Titles </u> <u>Debit</u> <u>Credit</u>
Cash $139,875
Discount on Bonds Payable $10,125
Bonds Payable $150,000
(Being bonds issued on discount)
Answer:
And using the complement rule we got:
Explanation:
Previous concepts
Normal distribution, is a "probability distribution that is symmetric about the mean, showing that data near the mean are more frequent in occurrence than data far from the mean".
Solution to the problem
For this case wwe know that p = 0.52 and n = 99 and we can check if we can use the normal approximation for the proportion distribution.
So then we can use the normal approximation.
The population proportion have the following distribution
The mean is given by:
And the standard error is given by:
We want to calculate this probability:
And for this case we can calculate the z score given by:
And replacing we got:
And using this formula:
And using the complement rule we got:
