Answer:
Opportunity Cost refers to loss of potential gain which could've resulted from other non chosen alternatives when one opts for an alternative. It's also defined as the next best alternative.
The Opportunity Cost of attending a 4 year college with full time schedule & living on campus would be the foregone income another student earns who works in an organization for those same number of hours for the same duration of 4 years and also the fees paid for those 4 years at the college which if would've been banked or invested would've yielded a return.
The reason for choosing a four year college experience over above mentioned alternatives could be the in the form of expected higher income once an individual avails a degree.
Answer:
Six sigma quality is the result of a well-defined and structured process.
Explanation:
Six Sigma is a methodology to improve processes that helps to concentrate in avoiding the constant changes in them eliminating problems in products delivery and customer service, among others. A key point is that the client is really important and it is crucial that the processes fulfill the clients requirements.
Answer:
lifetime annuity with period certain settlement option
Explanation:
Based on the specifications that Tom is looking for, he should consider the lifetime annuity with period certain settlement option. This is an annuity that pays a benefit to the annuitant until death, but with a period certain option, the estate's beneficiary will continue to receive annuity payments until the specified timeframe of the period certain expires. Which would meet the requirements that Tom is looking for.
Answer:
Total $1,271.0564
Explanation:
We have bond of 10 years ago, so the bond is left with 5 years of life
<u>we need to calculate the present value ofthe cuopon payment:</u>
C 50 (1,000 x 5%)
time 10 (5 years 2 payment a year)
rate 0.02 (4% annual divide by 2 to get semiannually)
PV $449.1293
<u>and the present value of the principal</u>
Maturity 1000
time 5
rate 0.04
PV $821.9271
<u>We add both to get the present value ofthe bond</u>
PV c $449.1293
PV m $821.9271
Total $1,271.0564
