In: Finance
Company A and Company B are competitors. Using the data provided below, explain which stock is more attractively valued. Show your calculations to earn full credit.
Data |
Company A |
Company B |
Stock price ($) |
323.22 |
89.07 |
Share outstanding |
567,885,369 |
776,367,881 |
Earnings per share ($, last year) |
12.04 |
3.71 |
Earnings per share ($, forward estimate) |
18.12 |
5.58 |
EBITDA ($billion, last year) |
12.4 |
6.55 |
EBITDA ($billion, forward estimate) |
15.8 |
8.79 |
Total debt ($billion) |
11.88 |
11.14 |
Minority interest ($billion) |
0.08 |
0.00 |
Cash & equivalent ($billion) |
9.99 |
20.23 |
Solution:-
In order to comment on the required valuation attractiveness, we must calculate the EV/EBITDA ratios of the two stocks. The stock with lower EV/EBITDA multiples are more attractive than the other. EV/EBITDA is just like P/E ratio and suggests how expensive or cheap the valuations of a stock is. Higher the ratio, more expensive the valuations and vice-versa.
Enterprise value in $ billionss (Stock A)= Market cap of equity + Debt + Minority interest - Cash & equivalent = (323.22*0.567885369) + 11.88 + 0.08 - 9.99 = $185.52 bn
Enterprise value in $ billionss (Stock B)= Market cap of equity + Debt + Minority interest - Cash & equivalent = (89.07*0.776367881) + 11.14 + 0.00 - 20.23 = $60.06bn
Based on values calculated above, we calculate the ratios as follows:
EV/EBITDA (Stock A)= $185.52bn/12.4= 14.96 times
EV/EBITDA (Stock B)= $60.06bn/6.55= 9.17 times
EV/EBITDA forward estimate (Stock A)= $185.52bn/15.8= 11.74 times
EV/EBITDA forward estimate (Stock B)= $60.06bn/8.79= 6.83 times
We have calculated EV/EBITDA ratios based on both historical EBITDA as well as forward estimate EBITDA. We see that the ratios of stock A are higher than the ratios of stock B. This means that stock A is more expensive than stock B. Thius means, stock B is more attractive than stock A.