In addition to adhering to industry guidelines and maintaining current certifications the effective way for an instructor to minimize way for an instructor to minimize legal risk and liability is to avoid any discrimination regarding age, sex,gender , etc in the institution.
Given that industry has adopted proper guidelines and has all legal certifications.
We are required to tell another way to minimize legal risk and liability.
Legal risk and liabilities are those problems which should be avoided by a person or an institution.
One legal liability is to follow industry guidelines and having all certifications and the other one is to avoid any discrimination regarding age, sex,gender , etc in the institution.
Hence in addition to adhering to industry guidelines and maintaining current certifications the effective way for an instructor to minimize way for an instructor to minimize legal risk and liability is to avoid any discrimination regarding age, sex,gender , etc in the institution.
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<span>In Zimbardo's prison study, male college students agreed to participate in a two-week experiment to discover what would happen when they took the roles of prisoners and guards. after the prisoners staged a revolt, the researchers found that showed the same behavior.</span>
Answer:
A and B can go into a swap to gain advantage while still borrow at their desired rate. Details are in the explanation part.
Explanation:
Both A and B will borrow the same amount in the market, in which:
+ A can borrow from outside, floating at LIBOR + 0.5%. Go to a swap with B to receive LIBOR to B and pay fixed rate of 12% on the borrowed amount. So, total interest rate A has to pay is: Libor - (Libor + 0.5%) - 12.0% = -12.5% or 12.5% fixed => A borrowed fixed at 0.5% lower.
+ B can borrow from outside, fixed at 11%. Go to a swap with A to receive fixed rate of 12% and pay Libor to B on the borrowed amount. So, total interest rate B has to pay is: 12% - Libor -11% = -(Libor - 1%) or Libor - 1% floating => B borrowed floating at 2.5% lower.
Answer:
It would take exactly 37 years
Explanation:
If we suppose that the economy starts at 10,000 billion dollars in 2020, the economy would only double by the year 2057, reaching a value of 20,399 billion dollars.
If we substract 2020 from 2057, we obtain 37, which is the number of years it took for this economy to double growing at a rate of 2% per year.
