Answer:
Option C: 8.44 times
Explanation:
Quick ratio(also called as acid test ratio) is the indicator of a company's liquidity position at a very short period which only considers the most liquid assets and ignores Inventory & other assets which cannot be realised immediately.
As we know that Quick Ratio = [Current Assets - Inventory - Prepaid Assets] / Current Liabilities
2.00 = $79,000 - Inventory - 0] / $27,650
=> Inventory = $23,700
Inventory turnover ratio gives us the number of times the company sells and replaces its inventory during the period.
Annual Sales = $200,000
Inventory Turnover Ratio = Sales / Average Inventory
=> $200,000 / $23,700 => 8.44 times
Answer:
The answer is: A) 4 × 5,700 years = 22,800 years
Explanation:
Each half-life of Carbon-14 is approximately 5,700 years.
The amounts of Carbon-14 remaining in a specimen sample are:
- After one half life only half of the original Carbon-14 amount remains.
- After two half lives only one fourth of the original Carbon-14 amount remains.
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After three half lives only one eight of the original Carbon-14 amount remains.
- After four half lives only sixteenth of the original Carbon-14 amount remains.
Since only one sixteenth of the original Carbon-14 remained, we can conclude that the fossil is four half lives old.
All we do now is multiply 4 x 5,700 years (half life of Carbon-14) = 22,800 years
Your detailed expenses cost of sales and if the business made a profit or loss.
Answer:
Increasing inflation expectations will change the demand curve to the left and the supply curve to the right, resulting in a fall in the price of the equilibrium. therefore new equilibrium occurs at a reduced price
Since Nominal rate of interest = Real interest rate + Inflation rate.
As a result, the rise in expected inflation will boost the nominal rate of interest on both quick-term and lengthy-term bonds.
The longer the bond maturity, the greater the volatility in price. The longer the maturity of the bond, the larger / bigger the price change as a result of market interest rate changes. As a result, long-term capital losses will be more than short-term capital losses.