Answer:
entire initial investment will not be recovered.
Explanation:
Payback period is one of the methods used in capital budgeting.
Payback period calculates how long it takes for the amount invested in a project to be recovered from its cummulative cash flows.
For example, if a project costs $360 and the cash flow each year for its 6 years useful life is $120. The amount invested would be gotten back from the cummulative cash flow in 3 years.
But if a project costs $360 and the cash flow each year for its 2 years useful life is $120. The amount invested would never be gotten back the cummulative cash flow. Therefore, the entire investment amount will never be entirely recovered.
The project will always not be profitable
I hope my answer helps you.
If a bond's purchase price is equal to its par value, its coupon rate equals its yield to maturity. A bond's par value is its face value, or the stated value of the bond at the time of issuance, as determined by the issuing entity.
It is the same as the coupon rate and is the amount of income you receive on a bond expressed as a percentage of your initial investment. If you buy a $1,000 bond and receive $45 in annual interest payments, your coupon yield is 4.5 percent. When the interest rate on a loan rises (when interest rates rise).
To learn more about coupon rate, click here.
brainly.com/question/16913107
#SPJ4
Answer:
a) true
Explanation:
There are basically two types of integration which are categorized below:
1. Horizontal integration
2. Vertical integration
In horizontal integration, the company acquired another company that is doing the same type of business whereas, in the vertical integration, the company acquires another company supply chain i.e from raw material, manufacturing, distribution, retail and after-sale services.
Solving this problem is pretty straight forward. We simply
have to find for the product of the fraction of the amount of students that
take on a pass or fail basis and the total population. That is:
expected students = 0.03 * 50 students
expected students = 1.5 students
Answer:
<span>1.5</span>