Answer:
It will take 74 months to pay-off the loan
Explanation:
We need to find time (n) in the present value of an annuity
C $100.00
time n
rate 0.012916667(0.155 / 12 months)
PV $4,750.00
Now, we solve for n using logarithmics properties:
-n = -74.07934663
n = 74
Answer:
a. 8.30 %
b. $918.65
c. 16,60%
Explanation:
a. What is the bond's yield to maturity
Using a Financial Calculator Enter the following respective values and find i.
N = 10×2 = 20
Pmt = $1,000 × 8.6 % / 2 = $43
P/yr = 2
Pv = $ 1,035.77
Fv = $1,000
YTM / i = ?
i = 8.30%
Therefore yield to maturity is 8.30 %
b. What will be the bond's price
Using a Financial Calculator Enter the following respective values and find Pv .
N = 10×2 = 20
Pmt = $1,000 × 8.6 % / 2 = $43
P/yr = 2
Fv = $1,000
YTM / i = 9.90%
Pv = ?
Pv = $ 918.65
Therefore the bond's price is $918.65
c. What is the bond's yield to maturity
bond's yield to maturity - expressed as an APR = 8.30 % × 2
= 16,60%
Answer:
1. 40 lawns
2. 40 washed cars
3. 20 lawns, 20 washed cars
4. 25 lawns mowed, 25 washed cars
Explanation:
In the given question,
A) When all three spend all their time mowing lawns that is
Kevin= 2 X 10 hrs = 20
Rajiv = 1 x 10 hrs = 10
Yakov = 1 x10 hrs = 10
Total mowed lawns will be= 20 +10 + 10 = 40 lawns.
B) When all three spend their time washing cars
Kevin = 1 x 10 hrs = 10
Rajiv = 1 x 10 hrs =10
Yakov = 2 x 10 hrs = 20
Total cars washed= 20 +10 + 10
C) when all three people spend their half time on each activity
Kevin = 2 x 5 hours = 10
Rajiv = 1 x 5 hrs = 5
Yakov1 x 5 hrs = 5
Total lawn mowed will be= 10 + 5 + 5 = 20 therefore time spent on car washing will be 20 hrs.
D) Time on the mowing of the lawn will be =
Kevin = 2 x 5 hrs = 10
Rajiv = 0
Yakov = 1 x 10 hours = 10
Time on the washing of the car will be 20 hrs
Kevin = 1 x 5
Rajiv = 1 x 10
Yakov = 0
Total time = 15 hrs
Answer:
A. Rescission
Explanation:
Rescission is defined as the unwinding of the transaction that has been done through contract or the unmaking or canceling of the contract.
Rescission is done in order to bring the parties in the contract back to their initial position i.e the position before entering into the contract.
The party who wants the rescission should offer to return all the benefits that has been received under the contract.
Answer:
The price decreased in a 29%
Explanation:
For solving this problem we need to use a rule of three so imagine that the regular price ($75.99) represent a 100% because it is the total and represents the case for our calculations. Now we need to calculate which percentage does $53.99 represent for this we do a rule of three.
$75.99 --> 100%
$53.99 --> X (percentage that the new sell represents)
For solving this rule we have:
= 71%
This is the percentage that the new price represent, so to calculate the percentage decrease we should substract the total (100%) from the percentage the new price represent (71%) then we have:
Percentage decrease = 100% - 71% = 29%