In: Finance
Assume that it is 2008. You purchased CSH stock for $33 one year ago and it is now selling for $44. The company has announced that it plans a $11 special dividend. You are considering whether to sell the stock now or wait to receive the dividend and then sell.
a. Assuming 2008 tax rates, what ex-dividend price of CSH will make you indifferent between selling now and waiting?
b. Suppose the capital gains tax rate is 20 % and the dividend tax rate is 38 %, what ex-dividend price would make you indifferent now?
a. Assuming 2008 tax rates, what ex-dividend price of CSH will make you indifferent between selling now and waiting?
In 2008, the capital gains tax rate is 15 % and the dividend tax rate is 15 %. The tax on a $11 capital gain is $ , and the tax on a $11 special dividend is $ . The after-tax income for both will be $ . (Round to the nearest cent.)
In 2008, the capital gain tax rate is 15% and the dividend tax rate is 15%.
Hence the tax on $11 capital gain is $11*.15 = $1.65
the tax on $11 special dividend is $11*.15 = $1.65
a. Calculation of ex-dividend price of CSH that will make you indifferent between selling now and waiting:
Let the ex-dividend price be x.
Total profit if sell shares after dividend = (Capital gain- tax on capital gain) + (Dividend income - tax on dividend)
=[(44-33) -1.65] + (11 - 1.65)
=18.70
To earn the profit of $18.70 the ex-dividend price should be
Total profit if sell shares before dividend = Capital gain(1- capital gain tax rate)
18.70 = [(x - 33)(1-.15)
x = $55
b.
Calculation of ex-dividend price of CSH that will make you indifferent between selling now and waiting if capital gain tax rate is 20% and dividend tax rate is 38%
Let the ex-dividend price be x.
Total profit if sell shares after dividend = (Capital gain- tax on capital gain) + (Dividend income - tax on dividend)
=[(44-33) -(11*.20] + [11 - (11*.38)]
=15.62
To earn the profit of $15.62 the ex-dividend price should be
Total profit if sell shares before dividend = Capital gain(1- capital gain tax rate)
15.62 = [(x - 33)(1-.20)
x = $52.53