Answer:
i= 8% annual compunded
Explanation:
Giving the following information:
Your parents will retire in 18 years. They currently have $250,000, and they think they will need $1,000,000 at retirement.
We need to calculate the interest rate required to reach the $1 million goal in 18 years without any additional deposit.
FV= PV*(1+i)^n
Isolating i:
i= [(FV/PV)^(1/n)] - 1
i= [(1,00,000/250,000)^(1/18)] - 1= 0.08
i= 8% annual compunded
<span>By renting a home instead of purchasing one, you are paying someone else's mortgage every month and getting nothing in return. While you are gaining a home to live in for the short term, in the long term you will gain nothing. When you purchase a home you will have a home that you own and that you cannot be evicted from as long as you pay your mortgage.</span>
Answer:
The answer is III) make simultaneous trades in two markets without any net investment.
Explanation:
Arbitrage is simultaneously buying an asset ( may be currency, securities...) in a low-priced market and sell it in a high-priced market.
As a results, the investor earns profit from price differences in the two markets without risk and net investment. It is because the two trading happens at the same time once price differences in any two markets are recognized ( arbitrage opportunities recognized) and the proceed of selling the asset is immediately used for financing/returning to the buying of the asset.
Thus, (III) is the correct answer.
Answer:
Cash flow amount = $17.52 million.
Explanation:
Cash flow amount = $4.8m of land + $12 m of building + $720k of grading = $17.52 million.
Answer:
Paula should purchase car B.
Explanation:
If Paula purchases car A, then her total payments will be $22,000 ($458.33 per month).
If instead she purchases car B, she will need to finance $20,200 for 3 years and her monthly payments will be $447.11. Total payments = $447.11 x 48 = $21,461.28.
this is an ordinary annuity and in order to calculate the monthly payment you must:
monthly payment = principal / annuity factor (PV, 0.25%, 48 periods) = $20,200 / 45.17869 = $447.1134511 = $447.11.