We will use the formula; A = Pe^(r*t)
Given;
A = 17,000
r = 5.1%
t = 14
Solution;A = Pe^(r*t) Compounding continously
17,000 = Pe^(.051*14)
17,000/e^(.714) = P
$8324.59 = P
The money that has been invested at 5.1% interest and compounded contiounsly to have 17,000 after 14 years is $8324.59
Answer:
The correct answer is True.
Explanation:
The demand for a product in the market produces a demand derived from the raw materials necessary for its production. For example, when the demand for cars rises, the demand derived from auto parts also increases; and increasing the production of auto parts increases the demand derived from steel.
I think the answer to this is A.
Hope this helped.
Answer:
E) None of the choices are correct.
<em>18.289,26</em>
<em>As we given an option with two decimals which are different from the calculated amount we should take it as incorrect. </em>
<em></em>
Explanation:
The municipal bonds are tax free. Therfore, not included.
We will calcuatae based on 2019 income tax brackets for single-taxers
between $82,501 to $157,500 the amount is $14,089.50 + 24% of the amount over 78,950
100,000 - 82,501 = 17,499
17,499 x 24% = 4,199.76
14,089.50 + 4,199.76 =<em> 18.289,26</em>
Answer:
Instructions are listed below
Explanation:
Giving the following information:
Ms. Langley is 30 years old and has begun a retirement plan that permits her to place monthly amounts of $400 into a retirement vehicle, beginning one month from now, for 30 consecutive years.
When Ms. Langley reaches her retirement at age 60, she expects to live for 25 more years. The interest rate is 6%.
First, we need to calculate the amount of money that she will have at age 60, using the following formula.
FV= {A*[(1+i)^n-1]}/i
A= monthly deposit= 400
n= 30*12= 360
i= 0.06/12= 0.005
FV= {400[(1.005^360)-1]}/0.005= $401,806.02
Months= 25years*12= 300 months
Monthly= 401,806.02/300= $1,339.35