Response:
Q = 435/22.5 = 19 streetlights
Clarification:
Given that the streetlights represent a public good
To derive the market demand curve, we sum them in a vertical manner
P = 20*20Q - 20*Q
P = 5*( - 5*Q/2
thus
P = 445 - 22.5Q
The social optimum quantity of streetlights
MB20 + MB5 = MC
400 - 20Q + 45 - 2.5Q = 10
22.5Q = 435
Q = 435/22.5 = 19 streetlights
Awareness is currently at 77%, or.77. Over time, awareness diminishes by 33% annually, so in the absence of extra promotional spending, next year’s awareness would be calculated as.77 *.66 (which is two-thirds of 77%). An expenditure of one million dollars would boost awareness by 26%, resulting in an awareness level of 0.77 * 1.26. To determine next year's awareness: 77% times (1.26 -.33) equals.77 * 0.93, giving us.716, or 71.6%.
A. $73,000
Explanation:With hedge protection, the company must utilize the forward exchange rate applicable at the time of entering the forward contract when the payment date arrives. The question is incomplete. Below are the details that need to be included along with the picture of the spot rate and forward exchange rate.
Select one:
A. $73,000
B. $72,700
C. $73,200
D. $75,000
Answer:
The Internal Rate of Return (IRR) assesses how profitable the capital that remains invested across the duration of a project is. It is also recognized as the discount rate that brings the Net Present Value (NPV) to zero. Therefore, if employing the IRR leads us to zero for the NPV, it implies the project neither creates nor destroys value.
The required rate of return signifies the minimum expected return an investor anticipates when committing to a project.
If investment in both projects remains throughout their lifespan, both could work well for the investor. However, as they are mutually exclusive, a choice must be made. If project B’s investment is held throughout its duration, it will possess a greater internal rate of return, thus suggesting its selection. Nevertheless, it is wise to evaluate additional financial indicators, as the IRR assumes reinvestment of all earnings into the same project, which may not reflect reality where returns might not be reinvested at the same rate.
The attached figure illustrates the IRR formula. However, I computed it through Excel: initially, I documented the cash flows for each year (the first being negative due to initial investment). I then applied the formula: "=IRR(D5:C8)" for project A and "=IRR(E5:E8)" for project B.