Question

In: Finance

You would like to evaluate TSLA's stock. You find out the following about TSLA needed to...

You would like to evaluate TSLA's stock. You find out the following about TSLA needed to do so:

(1) Their CAPM beta is 1.6.

(2) The weighted-average YTM on TSLA's bonds is 4%.

(3) Tesla's effective tax-rate is 25%.

(4) TSLA's capital structure mix is 96% equity and only 4% debt. TSLA has 932 million shares outstanding.

(5) The risk-free rate is currently .5% and the market risk-premium is 6%.

(6) Below are TSLA's expected OCFs (operating cash flows) for the next 5 years:

Year 1: $2,400,000,000

Year 2: $3,000,000,000

Year 3: $3,700,000,000

Year 4: $4,600,000,000

Year 5: $5,900,000,000

After year 5, TSLA is expected to grow its OCFs at a very impressive 6% per annum, indefinitely.Tesla is currently trading at $425 a share.

What is TSLA's fair stock price per share, given the above assumptions? (HINT: See the final MGM valuation example in this week's lecture to help you for a template and explanation on how to do this)

Enter your answer rounded to the nearest cent, with no extra formatting. For example, $637.19 per share should be entered as 637.19

Solutions

Expert Solution

We = weight of equity = 96%

Wd = weight of debt = 4%

Beta = 1.6

rd = YTM on bonds = 4%

t = effective tax rate = 25%

Rf = risk free rate = 5%

Rm- Rf = 6%

re = cost of equity = Rf + Beta * (Rm-Rf)

= 5% + (1.6 * 6%)

= 5% + 7.2%

= 12.2%

WACC = [Wd * rd * (1-t)] + [We * re]

= [4% * 4% * (1-25%)] + [96% * 12.2%]

= 0.12% + 11.712%

r = 11.832%

g = growth rate = 6%

CF1 = Cash flow in Year 1: $2,400,000,000

CF2 = Cash flow in Year 2: $3,000,000,000

CF3 = Cash flow in Year 3: $3,700,000,000

CF4 = Cash flow in Year 4: $4,600,000,000

CF5 = Cash flow in Year 5: $5,900,000,000

CF6 = Cash flow in Year 6: CF5 * (1+g) = $5,900,000,000 * (1+6%) = $6,254,000,000

Horizon value at the end of year 5 = CF6 / (r - g)

= $6,254,000,000 / (11.832% - 6%)

= $107,235,940,000

Calculation of Present Value of OCF
Year Cash flows Discount Factor @11.832% Discounted Cash flows
A B C=1/(1+11.832%)^A D = B*C
1        2,400,000,000.00 1     2,400,000,000.00
2        3,000,000,000.00 0.894198441     2,682,595,321.55
3        3,700,000,000.00 0.799590851     2,958,486,148.79
4        4,600,000,000.00 0.714992892     3,288,967,303.38
5        5,900,000,000.00 0.639345529     3,772,138,621.35
5 107,235,940,000.00 0.639345529 68,560,818,791.66
Present Value of OCF 83,663,006,186.73

Fair stock price = Present Value of OCF / Shares Outstanding

= $83,663,006,186.73 / 932,000,000

= $89.767174

Therefore, fair stock price is $89.77


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