In: Finance
a. RMO has a two-for-five reverse stock split?
b. RMO has a 6 percent stock dividend?
c. RMO has a 18 percent stock dividend?
d. RMO has a nine—for-two stock split?
e. Redo parts a to d and determine the new number of shares.
Stock split is splitting of value of shares in such a way that the number of common shares increases by stock split ratio and market value of share decreases with stock split ratio | |||||||||||
The market value before and after stock split remains same. | |||||||||||
Under reverse stock split number of shares decreases and market price increases. | |||||||||||
a. | |||||||||||
Market price under reverse stock split | 75*(5/2) | ||||||||||
Market price under reverse stock split | $187.50 | ||||||||||
New no of shares oustanding | 275000*(2/5) | ||||||||||
New no of shares oustanding | 110,000 | ||||||||||
b. | |||||||||||
Market price after 6% stock dividend | 75*(1/1.06) | ||||||||||
Market price after 6% stock dividend | $70.75 | ||||||||||
New no of shares outstanding | 275000*1.06 | ||||||||||
New no of shares outstanding | 291,500 | ||||||||||
c. | |||||||||||
Market price after 18% stock dividend | 75*(1/1.18) | ||||||||||
Market price after 18% stock dividend | $63.56 | ||||||||||
New no of shares outstanding | 275000*1.18 | ||||||||||
New no of shares outstanding | 324,500 | ||||||||||
d. | |||||||||||
Market price under stock split | 75*(2/9) | ||||||||||
Market price under reverse stock split | $16.67 | ||||||||||
New no of shares oustanding | 275000*(9/2) | ||||||||||
New no of shares oustanding | 1,237,500 | ||||||||||
The new no of shares oustanding are also calculated above | |||||||||||