You're considering starting a software company with an initial (t=0) cost of $465.The first positive cash flow will be $30 in one year (t=1), and will grow by 7% pa for 3 years. So the next cash flows will be:$30 at t=1;$32.1 (=30*(1+0.07)^1) at t=2;$34.347 (=30*(1+0.07)^2) at t=3.From t=3 onwards, these positive cash flows will grow at the lower rate 2% pa in perpetuity. So the subsequent cash fows will be:$35.0339 (=30*(1+0.07)^2*(1+0.02)^1) at t=4;$35.7346 (=30*(1+0.07)^2*(1+0.02)^2) at t=5;$36.4493 (=30*(1+0.07)^2*(1+0.02)^3) at t=6, and so on forever.The required return is 12% pa. What is the net present value (NPV) of starting this company? All results above and below are rounded to 4 decimal points. The NPV of starting this company is:Question 3Select one:a.-$172.021b.-$144.0277c.-$138.8122d.$292.979e.$321.2983

0:54:42Question 9Not yet savedMarked out of 1.00Flag questionTipsQuestion textYou're considering starting a software company with an initial (t=0) cost of $150.The first positive cash flow will be $10 in one year (t=1), and will grow by 5% pa for 3 years. So the next cash flows will be:$10 at t=1;$10.5 (=10*(1+0.05)^1) at t=2;$11.025 (=10*(1+0.05)^2) at t=3.From t=3 onwards, these positive cash flows will grow at the lower rate 2% pa in perpetuity. So the subsequent cash fows will be:$11.2455 (=10*(1+0.05)^2*(1+0.02)^1) at t=4;$11.4704 (=10*(1+0.05)^2*(1+0.02)^2) at t=5;$11.6998 (=10*(1+0.05)^2*(1+0.02)^3) at t=6, and so on forever.The required return is 11% pa. What is the net present value (NPV) of starting this company? All results above and below are rounded to 4 decimal points. The NPV of starting this company is:Question 9Select one:a.-$124.4076b.-$34.8366c.-$33.0452d.-$28.074e.$4.2174Clear my choiceQuestion 10Not yet savedMarked out of 1.00Flag questionTipsQuestion textFind the net present value (NPV) of a mining project with the following cash flows:-$4,500 at time zero (t=0). This is the initial cost to prepare and build the mine and facilities. This cost is all paid upfront, though the builders will take 4 years to finish construction.$500 paid annually 70 times, where the first payment is made 5 years from now. So there are 70 annual payments from t=5 to t=74 inclusive. These are the positive cash flows from running the mine once it's built.-$1,200 at t=74. This is the clean-up cost of burying the mine and replanting native vegetation at the end of the project. This cost is paid at the same time as the last positive cash flow is received from running the mine.The required return is 12% pa. All dollar figures above and below are in millions. The NPV of this project is:Question 10Select one:a.-$1,853.23b.-$1,534.83c.-$335.07d.$4,165.17e.$29,300

A company is planning a new project. This will involve the purchase of some new equipment costing $450,000. The project will last for four years. The cash inflows forecast as listed below: Year One: 200,000 Year Two: 225,000 Year Three: 275,000 Year Four: 200,000 Assume the appropriate discount rate for this project is 16%. The NPV of this project is closest to: Question 1Answer A. 150,000 B. 170,000 C. 190,000 D. 210,000

Using the method of your choice, calculate the Net Present Value of the following cash flows. Assume that the required return on this project is 15%  Project AInitial Cost -$ 150  Year 1 $ 175  Year 2 $ 100

Discounted cash flows applicationsNet present Value calculations have a broad range of applications in finance.Calculate the NPV of the project based on the information below.Initial investment: $20,000Cash flow generated each year: $5,000Total period: 5 YearsDiscount rate: 6%$2108.75$3,669.52$875.43$1,061.82

You have two mutually exclusive projects. Both projects require initial investment of $20 million. Project 1 generated $4 million per year in perpetuity.Project 2 generated $3 million at the end of the first year and its revenue will grow 3% per year thereafter.The cash flows of both projects start at the end of the first year. <a> IRR<b> NPV, assume the cost of capital is 6%