Answer: (E) Personality
Explanation:
According to the question, the personality is one of the characteristics of the person that refers to the behavior, emotions, thinking and feelings in the environment.
By evaluating the personality of the individual person we can judge there ability and understand their characteristics.
It is also known as the personality psychology for evaluating the characteristics of the person for recruiting the right candidate for the specific profile by testing the individual person personality factor.
Therefore, Option (E) is correct.
Answer:
Decrease Profit and Inventory Asset value as well.
Explanation:
This will Decrease the closing inventory value which will increase the cost of goods, decrease the profit and ultimately decrease the retained earning value in the balance sheet. It also decrease the Inventory value in the current assets section of balance sheet, which will ultimately decrease the total asset value.
Answer:
1. $50 million
2. $50 million
3. In a closed economy, national savings equals investment
Explanation:
For a closed economy, the formula for calculating GDP = C + I + G
Where C - Consumption
I - investment
G - Government Spending
To find investment ,
750 = 300 + I + 400
I = $ 50 million
National savings = private saving + Government saving
Private saving = Y − T − C
750 - 300 - 250 = $200 million
Public savings = T - G
250 - 400 = $-150 million
National savings = $200 - $ 150 million = $ 50 million
Nb - All numerical values are in $ millions
Answer:
$23,709
Explanation:
Data provided in the question:
Amount of bond issued = $700,000
Duration = 5 years
Interest rate = 8%
Selling amount of bond = $728,700
Market rate of interest = 7%
Now,
Interest paid = Amount of bond issued × Interest rate
= $700,000 × 0.08
= $56,000
Interest expense = Amount of bond sold × Market Interest rate
= $728,700 × 0.07
= $51,009
unamortized premium = Selling amount of bond - Amount of bond issued
= $728,700 - $700,000
= $28,700
Amortized amount = Interest paid - Interest expense
= $56,000 - $50,009
= $4,991
Balance of the premiums on bonds payable account immediately following the first interest payment
= unamortized premium - Amortized amount
= $28,700 - $4,991
= $23,709
