Answer:
$5,000
Explanation:
Given that,
Accounting profit = $10,000
Interest rate = 5%
Amount withdraw = $100,000
The economic profit is calculated by subtracting implicit costs and explicit costs from the total revenue.
Accounting profit is determined by subtracting explicit costs from the total revenue.
Accounting profit = Total revenue - Explicit costs
Economic profit:
= (Total revenue - Explicit costs) - Implicit costs
= $10,000 - (Interest income)
= $10,000 - (5% × $100,000)
= $10,000 - $5,000
= $5,000
Answer:
Externship
Explanation:
Externship refers to an agreement between the employer and university wherein the university imparts skills required by the employer from employees which relate to a particular job designation.
Externship enables the employees to gain a short term practical knowledge which is related to their job position. Externship, unlike internship is for a shorter duration and during such a course the volunteered employees supervise the learning process of the externs.
Such a concept is also referred to as Job shadowing.
The error of Naomi is that she included the receipts of interest, receipts of dividends, and proceeds from planned sales of plant assets in the cash receipts section. This section would only include the cash sales and collection of accounts receivable with the forecasted sales per month of the company. As a result of this error, the cash receipts would be too high.
Answer:
d.1.25
Explanation:
To find the productivity ratio, we use this formula:
Productivity ratio = Output / Input
now, we plug the amounts into this formula:
Productivity ratio = 5,000 / 4,000
= 1.25
Thus, the correct answer is d).
Answer:
A. $ 748,714
Explanation:
This 10-year bond with semiannual coupon payment will have 20 coupon payments plus 1 par payment at maturity. The bond price issuing price is the present value of all coupon payments as well as par value. Let formulate the bond price as below:
Bond price = [(Coupon rate/2) x (Par value)]/[1 + (Market interest rate/2)] + [(Coupon rate/2) x (Par value)]/[1 + (Market interest rate/2)]^2 + ...+ (Coupon rate/2) x (Par value) + Par value]/[1 + (Market interest rate/2)]^20
Putting all the number together, we have:
Bond price = [(10%/2) x (950,000)]/[1 + (14%/2)] + [(10%/2) x (950,000)]/[1 + (14%/2)]^2 + ...+ (10%/2) x (950,000) + 950,000]/[1 + (14%/2)]^20 = 748,714
