Answer: $3,866,182.89
Explanation:
The winnings in 45 years are the future value of the $80,000 that you just won based on the return rate of 9%.
Future Value = Present Value ( 1 + return) ^ number of years
= 80,000 ( 1 + 0.09) ⁴⁵
= $3,866,182.89
Lottery winnings will be worth $3,866,182.89 when you retire.
Answer:
Special basis adjustments are an annual election made by the partnership.
Explanation:
According to section 754, the election option is available when some prescribed types of distribution of assets from the partnership to a partner occur if transfer of interest by either of sale, exchange or death of partner ocurred, otherwise such section will not be applicable. Once such section applied it will continue to be applied to all tranfers.
Answer:
Explanation:
At $0.86
$0.86<$0.89
The buyer of the call option will not exercise the option. Net profit will be equal to the premium paid per unit = $0.02/unit.
At $0.87
$0.87<$0.89
The buyer of the call option will still not exercise the option. Therefore, net profit will be equal to the premium paid per unit = $0.02 unit. So net profit = $0.02/unit
At $0.88
$0.88<$0.89
The buyer of the call option will still not exercise the option. Net profit will be equal to the premium paid per unit = $0.02 unit. So net profit = $0.02/unit
At $0.89
$0.89=$0.89
The buyer of the call option will still not exercise the option. Net profit will be equal to the premium paid per unit = $0.02/unit.
At $0.91
The buyer will exercise the option and the net loss to Bulldog Inc will be 0.02/unit ($0.91-$0.89)
So there is no profit and no loss because this is offset by the call premium
Profit = -0.02 (loss on exercise) + 0.02 (call premium) = $0/unit
At $0.92
The buyer will exercise the option. The net loss to Bulldog Inc will be $0.03/unit ($0.92-$0.89)
Loss= -0.03 (loss on exercise) + 0.02 (call premium) = -$0.01/unit
Answer:
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