In: Finance
1. Tip Top Corporation currently has 5000 shares outstanding and the current price per share is $63.00. Amy owns 145 shares of Tip Top. The board is thinking about doing a 2-3 stock split.
What is the total dollar value of Amy’s investment in Tip Top BEFORE the split? ______
How many total shares outstanding will Tip Top have AFTER the split? __________
What will be the share price AFTER the split? ____________
2. Instant Makeover Cosmetic Company has a return on its stock of 9%. If the Beta for this stock is .95 and the risk free rate is 3%, what is the rate expected in the marketplace? ________________
1) Here as per the question there is stock split of 2-3. Thus after the stock split the no. of shares will increase and for every 2 shares 3 shares will be alloted. | ||||||
(I) Total dollar value of Amy’s investment in Tip Top BEFORE the split: | ||||||
No. of Shares held before the split * Current Price per Share | ||||||
= | 145*63 | |||||
= | $9,135.00 | |||||
(II)Total shares outstanding that Tip Top will have AFTER the split: | ||||||
No. of Shares held before the split * Share Spit ratio | ||||||
= | 145*3/2 Shares | |||||
= | 217.5 Shares | |||||
(III)Share Price after the split is as follows: | ||||||
No. of shares before the Split* Current share Price/ No. of Shares after the Split | ||||||
= | 5000*63/(5000*3/2) | |||||
= | 42.00 | |||||
2) Using CAPM | ||||||
ke= Rf+Beta(Rm-Rf) | ||||||
9=3+0.95(Rm-3) | ||||||
Thus Rm= 9.32% | ||||||
Where, | ||||||
Rm= Market Return | ||||||
Beta is given as 0.95 | ||||||
Ke= Expected return given as 9% | ||||||
Rf= Risk free return given as 3% |