Answer:
$1,269.46
Explanation:
Earnings Before Interest and Tax (EBIT) refers to the net income which is a difference between the revenue of an organisation and the expenses that were incurred in order to generate that revenue. The calculation of the EBIT is usually for a particular year and it is usually found in the Income Statement part of an organisation's financial statement.
To calculate the EBIT therefore, the Tax as well as interest must be added back to the Net Income after tax (usually added to retained earnings)
Therefore, Net Income = Dividends paid + Net Income (added to retained earnings)
= $75 + $418 = $493 - This represents a partial net income
The next step is to calculate the taxable income as follows:
The net income is $493, and the Tax rate is 35%
Taxable Income = $493/ (1-0.35) = $758.46
Earnings before interest and tax therefore =
Interest paid + Taxable Income
= $511 + $758.46 = $1,269.46
Answer: <u><em>The adjusting entry at the end of the year will include a credit to Allowance for Doubtful Accounts in the amount of: $750</em></u>
Given:
Accounts receivable = $640
Allowance for Doubtful Accounts = $110
<em><u></u></em>
<em><u>Therefore, the correct option is (c).</u></em>
Answer:
a)
$34.4
b)
$37.20
c) $59.57
Explanation:
Given:
Dividend paid = $2.15
Growth rate = 4% = 0.04
Required return = 10.5% = 0.105
Now,
a) Present value = 
for the current price n = 1
thus,
Current price = 
= 
= $34.4
b) Price in 3 years
i.e n = 3
=
= 
=
$37.20
c) Price in 15 years
i.e n = 15
=
= 
= $59.57
Answer:
Hyoid bone
Explanation:
The hyoid is anchored by muscles from the anterior, posterior and inferior directions, and aids in tongue movement and swallowing.
Answer:
b. Used to estimate how fast prices will double using a given annual inflation rate
Explanation:
Rule of 72 is a fast statistical method to determine how long an investment will double given annual interest rate.
Simply divide 72 by the annual interest rate.
Alternatively it can be used to calculated annual rate of return required to double investment.
Alternatively it can be used to calculate annual rate of return required to double an investment.
For example if $1,000 is to be doubled in 5 years.
Years to double= 72/ Interest
Interest= 72/5= 14.4%
