In: Finance
You are considering an investment in nickel mines in Russia. Your expectations are that you will take losses eventually, but once infrastructure is built, the project will become more profitable very quickly. You have estimated that the initial revenues will be $100 million per year and grow at a rate of 45% per year for four years. Due to political risk, you decide to use only a four-year horizon for planning purposes. Variable costs are expected to be 70% of sales; fixed costs are projected to be $10 million per year.
Initial cost of machinery, land, equipment and other things amounts to $110 million. This $110 million will be depreciated straight-line to zero over a seven-year accounting life. However, the expected market value of the fixed assets at the end of four years is $50 million. Net working capital requirements are minimal, just $10 million at the beginning of the project, all of which will be recovered at termination. Tax rate of your company is 30%.
This project will be financed with both debt and equity. The plan is to mirror the firm’s target capital structure by issuing 15 million shares of stock priced at $10.00 a share and $170 million face value of 10-year bonds which will be priced at 94% of par if a coupon of 7% is offered to investors. The company will pay dividends of $3.60 per year (starting in one year) and increase the dividend by 4% per year indefinitely. Treasury bills offer 1% return and the expected market returns are 11% per year. The stock’s beta is 1.8. Assume flotation costs are 6% for debt and 18% for equity and are incurred only for the $100 million outlay for fixed assets. Create an Excel template where all the necessary calculations are made.
What are the cash flows each year from this project?
What is the W ACC?
What is the total initial cost after adjusting for flotation costs?
What are the NPV, IRR, PI and simple (not discounted) payback period for the project?
WILL YOU ACCEPT THE PROJECT OR NOT? WHY (OR WHY NOT)
Depreciation calculations:
Dep per year = (110 - 0)/7 = 15.71
WACC calculation:
cost of equity: Ke
Ke = Rf + beta*(Rm - Rf)
Ke = 1% + 1.8(11% - 1%) = 19%
Cost of debt: yield to maturity
Settlement date | 3/31/2020 | |||
Maturity date | 3/30/2030 | |||
Coupon rate | 7 | |||
Price | 94 | |||
Redemption | 100 | |||
Yield | 7.4468085 | =YIELD(B1,B2,B3,B4,B5,1) |
Amount equity = 15million * $10 = $150m
Amount of debt = $170m
%equity = 150/(150+170) = 47%
% debt = 100 -47 = 53%
Tax rate = 30%
WACC = 0.47*19% + 0.53*7.44%*(1-30%) = 11.7%
Cash flows from project
Year | 0 | 1 | 2 | 3 | 4 |
PPE | -110 | ||||
Working capital | -10 | ||||
Floating cost debt | -10.2 | ||||
Floating cost equity | -27 | ||||
Revenue | 100 | 145 | 210.25 | 304.8625 | |
Variable cost | -70 | -101.5 | -147.175 | -213.404 | |
Fixed cost | -10 | -10 | -10 | -10 | |
Dep | -15.7143 | -15.7143 | -15.7143 | -15.7143 | |
Interest (coupon) | -11.9 | -11.9 | -11.9 | -11.9 | |
Profit before tax | -7.61429 | 5.885714 | 25.46071 | 53.84446 | |
Tax | 0 | 1.765714 | 7.638214 | 16.15334 | |
PAT | -7.61429 | 4.12 | 17.8225 | 37.69113 | |
Dep+PAT | 8.1 | 19.83429 | 33.53679 | 53.40541 | |
Scrap PPE | 50 | ||||
Recovery WC | 10 | ||||
Cash flow | -157.2 | 8.1 | 19.83429 | 33.53679 | 113.4054 |
Initial cost | -157.2 | ||||
Discount rate | 11.70% | ||||
Discount factor | 1 | 0.895255 | 0.801482 | 0.717531 | 0.642373 |
Present value | -157.2 | 7.251567 | 15.89682 | 24.06367 | 72.84858 |
NPV (sum) | -37.139363 | ||||
IRR | 3% | ||||
We will not invest in the project as NPV is negative & IRR is less than WACC |