Answer:
After 25 years you will have in your account $42,782.05.
Explanation:
First find the Future value of $19000 invested today at the end of 11 years.
PV = - $19,000
Pmt = $0
P/yr = 1
r = 3.30%
n = 11
FV = ?
Using a Financial calculator, the Future Value (FV) after 11 years will be $27,155.46.
Use the $27,155.46 to find future value at the end of the next 14 years at the rate of 2.70%
PV = - $27,155.46
Pmt = $0
P/yr = 1
r = 3.30%
n = 14
FV = ?
Using a Financial calculator, the Future Value (FV) after 14 years will be $42,782.05.
Thus, after 25 years you will have in your account $42,782.05.
Answer:
Family. or relationships. spending time with them
Answer:
$5,120
Explanation:
Workers are paid $12,800 per week (five days), since December 31 fell on a Tuesday, accrued wages payable will be equal to the wages proportional to two days:
= ($12,800 per week / 5 days per week) x 2 days = $2,560 per days x 2 days = $5,120
The appropriate journal entry should be:
December 31st, wages payable:
Dr Wages expense 5,120
Cr Accrued wages payable 5,120
Hey there Emilymontalva1227,
Historically, the geographic division structure is associated with companies pursuing ______ strategies.
Answer:
Multi Domestic
Hope this helps :D
<em>~Natasha♥</em>
Answer:
$4,697.04
Explanation:
In simple words , this question requires us to find the Future Value in 5 years time. We compound the Present Value using the effective interest rate to determine the Future Value of an investment.
<em>PV = $3,000.00</em>
<em>P/YR = 12</em>
<em>N = 5 x 12 = 60</em>
<em>I = 9 %</em>
<em>PMT = $0</em>
<em>FV = ?</em>
Using a Financial calculator to enter the parameters as above the Future Value (FV) is $4,697.04
therefore,
In 5 years time, you will have $4,697.04.
