The better Project is Project S having a NPV of $17.968 and IRR of 12.10 %
IRR:
- An approach to capital budgeting that is used to assess the profitability of a project is the discounted payback time. Internal rate of return is one of these capital planning strategies (IRR).
- This rate of return corresponds to the point at which a project's net present value equals zero. Since it does not account for any outside forces, such as inflation, they call it internal.
The calculator's capabilities will be utilized to determine the IRR,
Project S
- CF0 = (1,000)
- CF1 = 882.62 & F01 = 1
- CF2 = 250 & F02 = 1
- CF3 = 15 & F03 = 1
- CF4 = 5 & F04 = 1
- I = 10.5%
- [NPV] [CPT]
- The NPV is $17.968
- [IRR] [CPT]
- The IRR will come as 12.10%
- Project L
- CF0 = (1,000)
- CF1 = 0 & F01 = 1
- CF2 = 260 & F02 = 1
- CF3 = 420 & F03 = 1
- CF4 = 732.87 & F04 = 1
- I = 10.5%
- [NPV] [CPT]
- The NPV is $15.78
- [IRR] [CPT]
- The IRR will come as 11.03%
- The better Project is Project S having a NPV of $17.968 and IRR of 12.10%
Learn more about IRR here brainly.com/question/7920964
#SPJ4
Answer:
A. Draw the cash flow diagram.
since the site doesn't include a drawing tool I just prepared a table to depict cash flows associated to years one through four:
Year Cash inflows
1 $50 million
2 $60 million
3 $70 million
4 $100 million
B. What is the present worth of the gains for the first three years?
- the present value of the first three cash flows = $50/1.1 + $60/1.1² + $70/1.1³ = $45.45 + $49.59 + $52.59 = $147.63 million
C. What is the present worth of the gains for all four years?
- the present value of the first three cash flows = $50/1.1 + $60/1.1² + $70/1.1³ + $100/1.1⁴ = $45.45 + $49.59 + $52.59 + $68.30 = $215.93 million
D. What is the equivalent uniform annual worth of the gains through year four?
- equivalent annual worth = (NPV x r) / [1 - (1 + r)⁻ⁿ] = ($215.93 x 0.1) / [1 - (1 + 0.1)⁻⁴] = 21.593 / 0.31699 = $68.12 million
I think you need to 15 or 16 years old
Answer:
The correct answer is letter "C": interest-rate risk.
Explanation:
Interest-rate risk is the threat that already owned investments will lose market value if new investments with higher interest rates come onto the market. It has a more direct effect on the value of bonds than stocks and is a major risk to all bondholders. Bond prices decrease and the interest rate increases and when bond prices increase it is because interest rate decreased.
