Answer:
$6268.21
Explanation:
Future value = $8000
Interest(r) = 5%
Period (n)= 5 years
How much need to deposit?
Find the Present value:
PV = FV / (1+r)n
= 8000 / (1.05)5
= 8000 / 1.27628156
Present Value / Amount need to deposi today = $6268.21 approx
Answer:
The answer is: C)$3,000
Explanation:
The standalone selling price is the price at which the company would sell warranty separately to its customer. In this case we need to find the stand alone price of the discount option.
We first find the difference between regular price and the discount option:
$25 - $20 = $5
Then we multiply by the possibility of the discount sale happening (60%) and the total number of goods sold with the discount option.
= $5 x 60% x 1,000 fryers
= $3,000
Answer:
It will take 3 years to have enough money to purchase the car.
Explanation:
We can use either Compounding or Discounting Formula to determine the time it will take to make $19,970 from $15,000 when the investment rate is 10%. Lets go with the Compounding Formula:
Future Value = Present Value * (1 + i) ^ n
<u>Re-arrange equation for "n" which is the Time Period:</u>
⇒ FV / PV = (1 + i) ^ n
Taking log on both sides;
⇒ log (FV / PV) = log (1 + i) ^ n
OR log (FV / PV) = n log (1 + i)
OR n = log (FV / PV) / log (1 + i)
Simply put values now;
⇒ n = log (19,970 / 15,000) / log (1 + 10%) = log (1.33) / log (1.1) = .12 / .04
OR n = 3
Answer:
Option 3: $12 down with equal payments of $5 for 12 months
Explanation:
In option 1 :
The cost is $ 88,
In option 2 :
Down payment = $ 5,
Weekly payment = $ 8,
Number of weeks = 10,
So, the total cost = 5 + 8 × 10 = 5 + 80 = $ 85,
In option 3 :
Down payment = $ 12,
Monthly payment = $ 5,
Number of months = 12,
So, the total cost = 12 + 5 × 12 = 12 + 60 = $ 72,
In option 4 :
Down payment = $ 20,
Monthly payment = $ 20,
Number of months = 12,
So, the total cost = 12 + 20 × 12 = 12 + 240= $ 252
∵ 72 < 85 < 88 < 252
Hence, option 3 is better.
