Given:
P = $10,000, the principal
t = 40 yers, time duration
r = 8% = 0.08, the interest rate
Assume that
n = 12, monthly compounding.
The value after 40 years is
nt = 12*40 = 480
1 + r/n = 1 + 0.08/12 = 1.0066667
A = 10000*1.0066667⁴⁸⁰ = $242,737.71
Answer: $242,737.71
Answer:
The concept of economic profit ....... <u>alternative</u> two options.
If economic profit is positive .......... <u>Current </u>option.
If economic profit is negative............ <u>Other </u> option
Explanation:
Economic Profit is the excess of revenue associated with an option, over its costs (explicit external & implicit opportunity costs).
Example : Revenue - Direct explicit cost of production - opportunity cost (like interest on money invested, salary of job left foregone).
The concept is used to make decision between two<u> alternative</u> options. Given, zero economic profits imply indifference.
Positive Economic Profit implies - one should choose<u> Current </u>option, as it will make <u>Better off </u>, having more benefit than other option
Negative Economic Profit implies - one should choose <u>Other </u> option, as it wil make better off, having more benefit than the former considered option.
Explanation:
economists measure its performance by studying the gross domestic product (GDP)
If GDP goes up, the economy is growing; if it goes down, the economy is contracting.
Answer: $2550
Explanation:
Note that the probabilities of total loss and 50% damage were tripled and the probability of no fire has therefore changed to:
1 - 0006 - 0.024 = 0.97.
The company wants to keep same annual gain from the policy ($750), and the question now is, what would the new premium (N) be which will satisfy this? To get this, we need to solve the equation for:
N:750 = (N - 100,000)(0.006) + (N - 50,000)(0.024) + N(0.97)
Thus, 750 = N - 600 - 1,200, or N - 1,800. Therefore,N= 750+1,800= 2,550.
To account for the added risk which the insurance company is taking by continuing insuring the customer, the premium changes from $1,350 to $2550
