Answer:
Luther Corporation
Current Ratio for 2006 is closest to:
1.1 : 1
Explanation:
a) Data and Calculations:
Total Current Assets = $144 million
Total Current Liabilities = $132 million
Current Ratio = Current Assets/Current Liabilities
= $144/$132
= 1.1 : 1
b) Luther Corporation's current ratio is a liquidity measure that shows Luther's ability to pay off short-term obligations worth $132 million or those due within one year with its current assets of $144 million. The ratio tells investors and analysts of Luther Corporation how Luther can use its current assets to pay off its current debts. Since Luther's current ratio is higher than 1, it is considered good, depending on the industry average. This means that Luther's current ratio of 1.1 : 1 should not be considered in isolation, but in comparison with other firms in the industry and its performance over a number of years.
Answer:
Explanation:
The constraints we have are two in number.
1. Sam and Kori cannot sit next to each other
2. Lynn and Kori need to sit next to each other.
Both options A and B satisfy both these constraints because Sam and Kori are seated apart and Lynn and Kori are seated together.
Option C satisfies only one constraint which is that Kori is sitting next to Lynn. She is sitting next to Sam however so this option is wrong and by extension, so is option D as well.
Hello there.
What is the amount of money you still owe to their credit card company called
Credit card balance is the amount of money you still owe to their credit card company
Answer:
1. B. The actual proportion of Greeks who believe they are suffering.
2. This is the proportion of Greeks in the sample considered, i.e p = 0.25
3. n = 250 phat - 25% — 0.25 z score - 5%/2 — 2.5 on each end — z = 1.9 se - use formula - .0470.25 +/- 1.9 x .027+: .3675 -: .1325.
4. A. wider
5. B. narrower
Explanation:
In this question, it is essential to estimate the actual population of Greeks that believe they are extremely poor and also suffering. This will be used for proper sampling. Furthermore, in the sample considered, it was discovered that the parameter point estimate is approximately 25% and a change in the sample size or confidence level will alter the interval.
