Answer:
The correct answer based on the options given is A)
Explanation:
Actuarial Science is a branch of mathematics predominantly used by the Insurance Industry to create a formula or mathematical model that enables them to charge a profit-oriented rate for a particular risk.
If insurance companies charge arbitrarily, they may overcharge thus leading to a collapse of the system. If they undercharge, the system of pooling risks becomes unsustainable as claim paying capabilities are reduced.
Hence the need to use a mathematical model to ensure that rates give room for the ability of the system to meets it's obligations when they arise and for the companies to make a profit.
The use of models is the reason why sometimes there are hard markets in insurance and at other times there are soft markets.
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i kind of took context clues to answer this question
<span>Preferred stock which confers rights to prior periods' unpaid dividends even if they were not declared is called: </span>Cumulative preferred stock
In cumulative preferred stocks, the amount of dividend usually given on a fixed-rate annually. But, it shall always be set aside before calculating the dividend for the common stock and the amount will be accrued for the next period if the dividend is not paid on current period.
Answer:
Total amount available in two years is $1,354,125.
Explanation:
The total amount available in two years can be calculated as follows:
Total amount in the deposit now = Current deposit + Amount planned to be deposited = $650,000 + $200,000 = $850,000
Future value of the total amount the deposit now = Total amount in the deposit now * (1 + Annual interest rate)^Number of years the deposit used = $850,000 + (1 + 15%)^2 = $1,124,125
Future value of next year's deposit = Next year's deposit * (1 + Annual interest rate)^Number of years the deposit used = $200,000 * (1 + 15%)^1 = $230,000
Total amount available in two years = Future value of the total amount the deposit now + Future value of next year's deposit = $1,124,125 + $230,000 = $1,354,125
The mean of salary for these options is $30.76