Answer:
Our P = 17540 $
Explanation:
Amount of Insurance Policy = 50000$
premium reserve at 10th Year = 8000$
Net Premium for the policy = 900$
Annual Interest Rate = 6%
Net Premium at the age of 46 = ????
900 * 10 years = 9000$
9000 + Interest rate @ 6% = 9540$
Net Premium + Premium reserve of 10 Years = 9540 +8000 = 17540$
P = 17540 $
Note: As similar policy have interest rate @ 6%,which is paid every year,
At the age of 46, Net premium reserved amount also will be recovered.
Answer:
Requirement: <em>Prepare journal entries to: (a) Accrue the salaries payable on December 31, b) Close the Salaries Expense account on December 31 (the account has a year-end balance of $250,000 after adjustments), (c) Record the salary payment on January 7</em>
Date Accounts title and Explanation Debit Credit
31-Dec Salaries expense $1,880
Salaries Payable $1,880
(To record accrued salaries )
31-Dec Retained Earnings $250,000
Salaries Expense $250000
(To close salaries expense account)
07-Jan Salaries Payable $1,880
Salaries expense $2,920
Cash $4,800
(To record payment of salary)
For equipment purchased from the United States, European businesses will pay less in euros.
<h3>What would happen if the US dollar increased in value relative to the euro?</h3>
The dollar now "buys" more euros if the exchange rate between the two currencies rises to $1 for 0.94€. As a result, purchasing European items is now more affordable. As U.S.-made goods are now more expensive, U.S. exports would decrease while imports from nations that use the euro would increase.
<h3>What causes the value of the US dollar to rise?</h3>
An increase in the value of one currency in comparison to another is known as currency appreciation. For a variety of factors, including governmental policies, interest rates, trade balances, and business cycles, currencies appreciate against one another.
learn more about dollar is said to appreciate against the euro here brainly.com/question/13825174
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Explanation:
The marginal product formula is the change in quantity (Q) of items produced divided by the change in one unit of labor (L) added (change in Q divided by change in L). The denominator in this equation is always one because the formula is based on each one unit of increase in labor.
hope this helps
Companies that produce a continuous mass of like units through series of operations or process
