Answer:
6.36 %
Explanation:
Unemployment means the state of being jobless but actively searching for work. Unemployed people are part of the labor force.
In the case of Albireo, the work-eligible population is 180 million.
There are 110 million workers in the labor force, and employment level is 103 million. It means that those in the labor force and are not employed are 110 million - 103 million.
The number of unemployed people = 7 million
The formula for calculating the rate of unemployment
= No. of unemployed people / No. in the labor force x 100
=7 million / 110 million x 100
=7/110 x 100
= 0.063 x 100
=6.36 %
Answer:
$700
Explanation:
If a bond is issued at a lower price than the face value of the bond, then the bond is issued on the discount. This discount is amortized over the bond's life. This amortization will be expensed as Interest Expense.
Discount = Face value - Issuance price = $15,000 - $14,700 = $300
Bond's Life = 6 years
Amortization of discount = $300 / 6 = $50 annually = $25 semiannually
Coupon Payment = Face Value x coupon Rate = $15,000 x 9% = $1.350 annually = $675 semiannually
Interest Expense Includes both the coupon payment and discount amortization for the period.
Interest Expense = $675 + $25 = $700
Answer:
Money serves as a medium of exchange, as a store of value, and as a unit of account.
Answer: $2.60
Explanation:
Based on the information given in the question, the maximum amount that the Cologne Division would be willing to pay for each bottle transferred would be the amount that the company can purchase the containers in the external market which is given in the question as $2.60.
That's the highest amount that they can but the containers for. Therefore, the answer is $2.60
Answer:
the amount of the adjustment in the Allowance for
Bad Debts account $3.000
Explanation:
Initial Balance
Allowance for Uncollectible Accounts $ 9.000
END Balance
Allowance for Uncollectible Accounts $ 12.000
The adjustment entry in the accountig will be
Bad debt expense $ 3.000
Allowance for Uncollectible Accounts $ 3.000
