Answer:
0.25
Explanation:
The marginal rate of technical substitution (MRTS) can be described as the rate of a reduction is one factor to maintain the same production level when another factor is increased.
Given that labor is measured on the horizontal axis, the MRST of K for L can be calculated as follows:
Where;
MPK = Marginal product of capital = 2
MPL = Marginal product of labor = 8
Substituting the values into the equation, we have:
This implies that 0.25 of capital must be given up to have one unit of labor.
The statement is true. A project manager may "also" be the project champion. But it is not mandatory. But there are possibilities that the project manager is also an expert the in project he is handling. Thus, the above statement is true. If the statement would have been - The project manager will be or needs to be the project champion, then it would be false statement.
The point estimate or p hat is a single value that shows the best estimation of a certain parameter among a population.
To calculate point estimate, we divide the parameter by the whole population.
In case of this problem:
p hat = 51/84 = 0.607
To get the percent, we multiply the output by 100:
% of point estimate = 0.607 x 100 = 60.7%
Answer:
1. $550,000
Explanation:
1. It is given in the question that the stated interest rate and the market interest rate both are having the same rate, i.e, 12%.
Hence, the bonds are issued at the face value that is $550,000.
2. The Journal entries are as follows:
(i) On January 1,
Cash A/c Dr. $550,000
To bonds payable $550,000
(To record the bond issuance)
(ii) On December 31,
Interest Expense A/c Dr. $66,000
To cash A/c $66,000
(To record the first interest payment on December 31 assuming no interest has been accrued earlier in the year)
Workings:
Interest expense = $550,000 × 12%
= $66,000
Answer:
a. Sales for November = $192,666.67
b. Sales for December = $312,400,00
c. Total cash collections are as follows:
January = $200,580
February = $201,360
March = $191,750
Explanation:
a. Compute the sales for November.
Sales for November = (Accounts receivable balance at the end of the previous quarter - Uncollected sales from December) / Collection rate two months after the sale = ($107,000 - $78,100) / 15% = $192,666.67
b. Compute the sales for December.
Sales for December = Uncollected sales from December / (Collection rate one months after the sale + Collection rate two months after the sale) = $78,100 / (10% + 15%) = $312,400,00
c. Compute the cash collections from sales for each month from January through March.
Note: See the attached excel file for the schedule of cash collections from sales for each month from January through March.
From the attached excel file, total cash collections are as follows:
January = $200,580
February = $201,360
March = $191,750
