Answer:
1.45 times
Explanation:
The computation of company's fixed asset turnover ratio is shown below:-
Average of Net Property, plant and equipment = ($3.0 million + $3.9 million) ÷ 2
= $6.9 million ÷ 2
= $3.45 million
Fixed asset turnover ratio = Net Sales ÷ Average of Net Property, plant and equipment
= $5 million ÷ $3.45 million
= 1.45 times
Therefore for computing the fixed assets turnover ratio we simply applied the above formula.
The best option for her to choose is the one called Anual Compounding. With the rest of the compoundings she will have to pay more money. With a semi-annual rate she wil have to pay almost 1000 dollars more than in an anual compounding. With a quarterly period she will have to pay almost the same amount as a semi-annual period. Now with a monthly period she would have to pay almost 2000 dollars of interest.
This was not copied from a website or someone else. This was from my last year report.
No Espanol English please?
Answer: 0.58
Explanation:
Given the parameters in the question, Beta can be solved by the following formula;
= Correlation with market * ( Standard deviation of stock / Standard deviation of market)
= 0.53 * (32%/29%)
= 0.58
Answer:
A. 6.82%
Explanation:
Yield to Maturity is a discounting rate which equals all the cash outflows related to bond with the present /current market value of bond. YTM is calculated by trial and error method. Since the options are available in the question, we can use those options to find out correct YTM.
First we are taking YTM 6.82%
Semi-annual YTM = 3.41%
Coupon Interest semi annual = 1000*5.2%*1/2
= $26
No of times interest paid = 10*2
= 20
Present Value of bond
= Coupon Interest*PVIFA (YTM, 20) + Par Value x PVIF (YTM, 20)
= 26*PVIFA (3.41%, 20) + 1000*PVIF(3.41%, 20)
= (26*14.32884) + (1,000*0.511386)
= 372.55 + 511.39
= $884
At YTM 6.82% all the future cash flows of bond is equals to its current value.
Therefore, The correct YTM is 6.82%
