Answer:
$647.96
Explanation:
Sue the following formula to calculate the price of the bond at the time of sale
Price of Bond = Face value of the bond / ( 1 + Market interest rate )^numbers of years
Where
Face value of bond = $1,000
Market interest rate = 7.5%
Numbers of years = 6 years
placing values in the formula
Price of Bond = $1,000 / ( 1 + 7.5% )^6
Price of Bond = $647.96
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Answer:</h2>
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I believe the answer is B) hope this helps have a good day!
Answer:
There are at least 2 opportunity costs associated with of letting your colleague have another month:
- if you invested in the oil-well venture, you could have earned $5,100 x 36% = $1,836 in one year
- if you invested in the new IT stock, you could have earned $5,100 x 48% = $2,448 in one year
You could invest in one of these options, or divide your money and invest in both options, e.g. invest $2,000 in the oil company and $3,000 in the IT company. Each different investment proportion results in a different opportunity cost.
Explanation:
Opportunity costs are the benefits lost or extra costs associated to carrying out an investment or activity instead of another alternative. Sometimes you might have several opportunity costs for one investment, e.g. invest in the IT company which is risky, invest in corporate bonds which is less risky or invest in US securities which is a safe investment.
Answer:
(a) The estimated cumulative average material cost per square foot for the first five homes is $24.47.
(b) The estimated material cost per square foot for the last (16th) home is $19.34.
Explanation:
(a) If the cost its reduced by 8% every time the number of homes is doubled, we can express the cost of the first five houses as
C1 = C
C2 = C*(1-0.08)=0.92*C
C3 = C2 = 0.92*C
C4 = C2*(1-0.08)=0.92*0.92*C = 0.8464*C
C5 = C4 = 0.8464*C
Then, the average cost of the first five houses is
The estimated cumulative average material cost per square foot for the first five homes is $24.47.
For the 16th home, the number we can estimate that the number of homes double 4 times: at house number 2,4, 8 and 16.
Other way to calculate that is
We can write the cost of the 16th house as
The estimated material cost per square foot for the last (16th) home is $19.34.