I need the answer now Please just provide an answer to each question No need to explain Thank you If the present value of cash flow X is $240, and the present value of cash flow Y is $160, then the present value of the combined cash flows is A) $240 B) $160 C) $80 D) $400 What is the present value of the following cash flows at a discount rate of 9 percent Year 1 Year 2 Year 3 $100,000 $150,000 $200,000 A) $372,431 81 B) $450,000 00 C) $405,950 68 D) $412,844 04 What is the net present value of the following cash flow sequence at a discount rate of 11 percent t 0 t 1 t 2 120,000 300,000 100,000 A) $69,108 03 B) $231,432 51 C) $80,000 00 D) $88,000 00 You would like to have enough money saved after your retirement such that you and your heirs can receive $100,000 per year in perpetuity How much would you need to have saved at the time of your retirement in order to achieve this goal (Assume that the perpetuity payments start one year after the date of your retirement The annual interest rate is 12 5 percent ) A) $1,000,000 B) $10,000,000 C) $800,000 D) $1,125,000 If the cash flows for project Z are C 0 1,000 C 1 600 C 2 720 and C 3 2,000, calculate the discounted payback period for the project at a discount rate of 20 percent A) 1 year B) 2 years C) 3 years D) 3 years The following are some of the shortcomings of the IRR method except A) IRR is conceptually easy to communicate B) projects can have multiple IRRs C) IRR cannot distinguish between a borrowing project and a lending project D) it is very cumbersome to evaluate mutually exclusive projects using the IRR method Project Y has following cash flows C 0 800, C 1 5,000, and C 2 5,000 Calculate the IRRs for the project A) 25 percent and 400 percent B) 125 percent and 500 percent C) 44 percent and 11 6 percent D) No IRRs exist for this project The type of the risk that can be eliminated by diversification is called A) market risk B) unique risk C) interest rate risk D) default risk

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Question: I need the answer now. Please just provide an answer to each question. No need to explain. Thank you. If the present value of cash

I need the answer now. Please just provide an answer to each question. No need to explain. Thank you.

If the present value of cash flow X is $240, and the present value of cash flow Y is $160, then the present value of the combined cash flows is:

A) $240. B) $160. C) $80. D) $400.

What is the present value of the following cash flows at a discount rate of 9 percent?

Year 1	Year 2	Year 3
$100,000	$150,000	$200,000

A) $372,431.81 B) $450,000.00 C) $405,950.68 D) $412,844.04

What is the net present value of the following cash flow sequence at a discount rate of 11 percent?

t = 0	t = 1	t = 2
-120,000	300,000	-100,000

A) $69,108.03 B) $231,432.51 C) $80,000.00 D) $88,000.00

You would like to have enough money saved after your retirement such that you and your heirs can receive $100,000 per year in perpetuity. How much would you need to have saved at the time of your retirement in order to achieve this goal? (Assume that the perpetuity payments start one year after the date of your retirement. The annual interest rate is 12.5 percent.)

A) $1,000,000 B) $10,000,000 C) $800,000 D) $1,125,000

If the cash flows for project Z are C₀ = -1,000; C₁ = 600; C₂ = 720; and C₃ = 2,000, calculate the discounted payback period for the project at a discount rate of 20 percent.

A) 1 year B) 2 years C) 3 years D) >3 years

The following are some of the shortcomings of the IRR method except

A) IRR is conceptually easy to communicate. B) projects can have multiple IRRs. C) IRR cannot distinguish between a borrowing project and a lending project. D) it is very cumbersome to evaluate mutually exclusive projects using the IRR method.

Project Y has following cash flows: C₀ = -800, C₁ = +5,000, and C₂ = -5,000. Calculate the IRRs for the project.

A) 25 percent and 400 percent. B) 125 percent and 500 percent. C) -44 percent and 11.6 percent. D) No IRRs exist for this project.

The type of the risk that can be eliminated by diversification is called

A) market risk. B) unique risk. C) interest rate risk. D) default risk.

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