Answer:
B) Maturity value of the bonds plus the present value to investors of the future interest payments.
Explanation:
Bond price is the present discounted value of the future cash stream generated by a bond. It refers to the sum of the present values of all likely coupon payments plus the present value of the par value at maturity. To calculate the bond price, one has to simply discount the known future cash flows.
If a bond's coupon rate is more than its YTM, then the bond is selling at a premium. If a bond's coupon rate is equal to its YTM, then the bond is selling at par. Formula for yield to maturity: Yield to maturity(YTM) = [(Face value/Bond price)1/Time period ]-1.
The cash management can help financial managers in the collecting and managing cash flows from the activities of the firm.
<h3>How can
cash management can help
financial managers ?</h3>
Cash management, which is a treasury management, can be of help to the financial managers by helping them to be able to manage cash flows from the operating activities of the firm.
This could range from the investing, and financing activities of the firm and it help in achieving the financial goal of of the organization.
Learn more about cash management at:brainly.com/question/735261
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Answer:
c) Sally is taxed on the value of the football tickets even if she cannot attend the game.
Explanation:
In this situation Tickets are exchanged for services performed.
This is a payment in-kind. It uses a good or service instead of cash.
It is a form of compensation and so, the employee tax status is that the ticket is taxable income, as the ticket are equivalent to cash in this case.
Answer:
perfect competitor
Explanation:
Given:
Firm's total revenue when 10 units are sold = $100
Firm's total revenue when 11 units are sold = $110
Average Revenue = 
or
Average Revenue = 
= $10
and,
the marginal revenue = $110 - $100 = $10
Since,
the average revenue and the marginal revenue for the firm is equal,
therefore, the is a perfect competitor
We are asked to find the APR on this load.
Given:
Purchased price: $2,900,000
Monthly payment: 14,900
Amount borrowed: 0.80($2,900,000) = $2,320,000
Using the PVA equation:
PVA = $2,320,000 = $14,900 [{1-1/(1+r)]^360}/r]
r = 0.560%
APR is the monthly interest rate times the number in months of the year.
APR = 12(.560) = 6.72%
