Answer:
Yield with 6-day maturity is 7.70%
Yield with 18-day maturity is 2.57%
Explanation:
The formula for yield on repurchase is given as:
y = ( PAR – P ) / P x (360 / t )
P=Purchase price
PAR=Repurchase price
t= number of days of the transaction
In first scenario,PAR is $39 million,P is $38.95 million and t=6
y=($39000000-38950000)/38950000*(360/6)
y=7.70%
In the second scenario,details remained the same except for t that is 18
y=($39000000-38950000)/38950000*(360/18)
y=2.57%
This implies the longer the maturity the lesser the yield since yield is computed on daily basis.
The principle of the question is false to my own knowledge from my great great grandpa.
The answer is psychological contract.
A broken psychological contract may occur when an employee believes that working extra would be naturally rewarded. This, however, may not be business policy. If the person is salaried, they may not be compensated for the extra hours worked.
Daily acts and remarks made in the workplace, as well as how they are interpreted by all parties involved, have an impact on the contract.
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In other words, it is a promise developed via regular workplace encounters in which the organization learns what is expected of each employee.
Psychological contracts evolve and adapt to the organizational working culture over time. However, they are generally difficult to change and can differ across individual party members and whole organizations.
To know more about employer and employee relationship click here:
brainly.com/question/13400621
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This is a question for you. Which one would you choose? I don’t think there is a wrong answer.
Answer:
$33,540,000
Explanation:
initial investment:
- opportunity cost of land (resale price of land) = $10,700,000
- building cost of the facilities = $21,900,000
- other expenses related to the site (grading) = $940,000
- total $33,540,000
The purchase cost of the land is considered a sunk costs, since it is not relevant now. What is relevant is the price at which the land could be sold at the moment of starting the project.
