3.20 is the real risk-free rate
<h3>What is
risk-free rate?</h3>
The risk-free rate of return, commonly abbreviated as the risk-free rate, is the rate of return on a hypothetical investment with scheduled payments over a set period of time that is assumed to meet all payment obligations.
Subtract the inflation rate from the yield on the Treasury bond that corresponds to the duration of your investment to calculate the real risk-free rate.
The risk-free rate determines the return an investor can expect from an investment over a specified time period. A risk-free rate is calculated by deducting the current inflation rate from the total yield of the treasury bond that corresponds to the investment duration.
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Answer:
The answer is $119
Explanation:
Solution:
The firm is working in a competitive market that is seen as perfect.
Thus,
The profit the condition for maximizing profit is given below:
P = MR =MC
Now,
The market price of the product is =$290
So,
P = $290
From the given table, we noticed that the profit maximizing output level is 9 units when P = MC
The profit (π) = total revenue - cost total
= ( P * Q) - ( ATC * Q)
= 290 * 9 - 171 * 9
= 2610 - 1539
= 1071
Therefore, the per-unit economic profit at the profit-maximizing output is
=$1071/9
=$119
$2,134.62.
There are approximately 52 weeks in a given year, meaning that there are 52/2, or 26, biweekly pay periods. Therefore, we divide the annual salary of $55,500 by 26 biweekly pay periods to get $2,134.62 for the biweekly paycheck.
The formula is the annual amount divided by the number of periods. Here, there are 26 periods of biweekly (once every two weeks) paychecks.
Answer:
the total amount owed to general unsecured creditors is $71,000
Explanation:
The computation of the total amount owed to general unsecured creditors is shown below:
= Account payable + wages payable + taxes payable + interest on note payable + interest on bond payable
= $40,000 + $6,000 + $12,000 + $5,000 + $8,000
= $71,000
hence, the total amount owed to general unsecured creditors is $71,000
The same is to be considered
Answer:
Accounts receivable turnover = 11.58
Explanation:
The total sales of the company = $980000
Net sales of the company = $955800
Average account receivable = $82500
We have total sales, net sales, and average accounts receivable. Here, we are required to find the account turnover.
Use the below formula to find the account turnover:
Accounts receivable turnover = Net sales / average accounts receivable
Now insert the values:
Accounts receivable turnover = 955800 / 82500 = 11.58
