Answer: 1. Declaration Date
2. Payment Date
3. Holder-of-record date
4. Ex-dividend date
Explanation:
1. On the Declaration Date, the company's Director announces that they will pay a dividend as well as the amount of the dividend. This is recorded in the books by crediting it to Dividends payable.
2. On Payment day the dividends are disbursed amongst shareholders. Cash Account is credited and Dividends Payable is debited.
3. The Holder-of-record day is the day the company notes who the owners of it's stock are so that they may receive the dividend.
4. On the Ex-dividend date which is usually 2 days before the record date, any stock bought on or after this date will.not receive any Dividend payment.
Answer:
2.11%
Explanation:
From the information given; we use the Excel spreadsheet to compute the difference between this bond's YTM(Yield to maturity) and its YTC(Yield to call).
From the diagram; we will see that the
YTM(Yield to maturity) = 8.91%
YTC(Yield to call).= 6.81%
Therefore the difference between this bond's YTM and its YTC = (8.91 - 6.81)%
the difference between this bond's YTM and its YTC = 2.11%
Answer: Overhead cost assigned to Job GH7 is $300.
Explanation:
Given that,
Direct materials placed into production = $5000
Direct labor hours worked = 75 hours
Direct labor rate per hour = $35
Machine hours worked = 200 hours
Factory overhead was budgeted = 100000
direct labor hours were estimated = 25000
Job GH7 consists = 60 units
Predetermined rate = 
= 
=$4
Hence,
overhead cost assigned to Job GH7 = Direct labor hours worked × Predetermined rate
= 75 × 4
=$300
Answer:
in this scenario, susan and sam has not done any wrong things.
but Martin has manipulated sam to take revenge from susan for firing him.
so in this case, no susan is not obliged to pay. she can take action against martin and after proving in a court of law about martin's manipulation, he will be liable to pay.
Explanation:
Answer:
FV= $22,333.56
Explanation:
Giving the following information:
Semi-annual investment= $750
Interest rate= 0.08/2= 0.04
Number of periods= 10*2= 20
<u>To calculate the future value, we need to use the following formula:</u>
FV= {A*[(1+i)^n-1]}/i
A= semi-annual deposit
FV= {750*[(1.04^20) - 1]} / 0.04
FV= $22,333.56