Answer: (B) Legal responsibility
Explanation:
The legal responsibility is one of the type of legal duty based on some laws and it basically helps in creating the foundation of the different types of values in an organization.
The legal responsibility plays an important role in an organization or any company as it helps in ensure all the legal formalities done by the company with the supplier, manufacturer or deals with the other company.
According to the given question, the Rizenton-pharm is one of the type of pharmaceutical company that producing the various types of chemical waste on regular basis that affect the government regulations and also environment. So, the pharm has flailed for fulfill their legal responsibility.
Therefore, Option (B) is correct answer.
Answer:
The CO.VID-19 pandemic produced a wide variety of types of effects worldwide, especially from spring 2020. Many people got sick and died from CO.VID-19. The fear that they themselves or people for whom they feel responsible would share this fate seized the population, scientists and politicians worldwide. There was a need for action from the development of the number of newly infected and deceased, from the economic crisis 2020/21, from a problematic development of social structures, from psychological stress on the Individuals and from further effects. In addition to concerns about people's lives and health and the resilience of the economy, there was also concern that the population could be deprived of basic rights for longer than justified by the pandemic.
Answer:
A price increase of 1% will reduce quantity demanded by 4%
Explanation:
If the price elasticity is 4 then, this demand is highly responsive to changes in price.
So it will decrease by more than the price increase.
we must remember that the price-elasticity is determinate like:
↓QD / ΔP = price-elasticity
if the cofficient is 4 then a 1% increase in price:
↓QD / 0.01 = 4
↓QD = 0.04
Quantity demanded will decrease by 4%
Answer:
PV= $9,355.78
Explanation:
Giving the following information:
If $ 9,000 is invested in a certain business at the start of the year, the investor will receive $ 2,700 at the end of each of the next four years.
Interest rate= 6%.
First, we need to find the final value
FV= {A*[(1+i)^n-1]}/i
A= payment
FV= {2,700*[(1.06^4)-1]}/0.06= 11,811.46
Now, we calculate the present value:
PV= FV/(1+i)^n
PV= 11,811.46/1.06^4= $9,355.78
