Answer:
Cash (Dr.) $21,200
Common Stock (Cr.) $21,200
Cash (Dr.) $4,500
Services to client (Cr.) $4,500
Cash (Dr.) $11,200
Unearned Revenue (Cr.) $11,200
Cash (Dr.) $5,900
Accounts Receivable (Cr.) $5,900
Cash (Dr.) $11,000
Notes Payable (Cr.) $11,000
Explanation:
Adams services may record these transactions as journal entries. The transactions may have some changes after they are recorded then adjusting entries will be prepared to reflect the correct effect of transaction on business activities.
Assuming the total amount of gasoline purchased is 12 million barrels per day. The percentage change in the quantity demanded is: 50%.
<h3>Percentage change in the quantity demanded</h3>
Using this formula
Percentage change in quantity demanded= (Total amount of gasoline purchased- total amount of gasoline purchased in united states)/ Total amount of gasoline purchased in united states×100
Let plug in the formula
Percentage change in quantity demanded=(12 - 8) / 8
Percentage change in quantity demanded =4/8×100
Percentage change in quantity demanded=50%
Inconclusion the percentage change in the quantity demanded is: 50%.
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I think you forgot to give the options along with the question. I am answering this question based on my research and knowledge. The condition that must have existed during the second four-month period can be described as depression. I hope that this is the answer that has actually come to your great help.
Answer:
b. $11.43
Explanation:
g = 25% * 0.20
g = 0.05
g = 5%
D1 = 3 * (1 - 0.2)
D1 = 3 * 0.8
D1 = $2.40
Price = D1 / Expected RR - g
Price = 2.40 / 0.12 - 0.05
Price = 2.40 / 0.07
Price = 34.28571428571429
Price = 34.30
P/E Ratio = Price / Earning per share
P/E Ratio = $34.30/$3
P/E Ratio = 11.43333333333333
P/E Ratio = $11.43
Answer:
C. $5,150
Explanation:
Calculation for what will be the value of interest payment at the end of fifth year in real dollars
First step is to calculate the Interest amount per year
Interest amount per year = 100,000*6%
Interest amount per year = $6,000
Now let calculate the value of interest payment at the end of fifth year in real dollars
Value of interest payment in 5th year in real dollars = 6,000/(1+3.1%)^5
Value of interest payment in 5th year in real dollars= 6,000/1.164913
Value of interest payment in 5th year in real dollars= $5,150
Therefore the Value of interest payment in 5th year in real dollars will be $5,150