Microeconomics is the study of the effects of changes to small individual decisions A) Is huge, study of the whole country. B) Is huge, nationwide production increase C) this effects just one industry. D) again huge, nationwide effects of interest rates on GDP. So C.
Answer:contact the psychiatrist for initiation of commitment proceedings.
Explanation:
This proceeding may legally order a person to receive psychiatric treatment at the hospital because the person is seen to may be danger to themselves and suspected that they may commit harm against their own body.
Some people may refuse treatment because they don't feel like they need the treatment and believe there is nothing wrong with them hence an initiation of commitment proceeding may be crucial to give them the help that they actually need.
A person who says they wish to end it all may end up taking their own lives if they are not admitted to a psychitric treatment.
Answer:
I think it's A) Always just answer the question the customer has.
Explanation:
I know it's not D) "Never look the customer in the eye."
I don't think it's C) "Always answer a question with another question" that just seems like it would be confusing for the customer.
And I don't think it's B) "Never try to get more information about what the customer needs" because part of you're job as a salesman is find out what the customer needs.
So that leaves answer choice A
It becomes more compelling as it increases over time. Basically, when you owe money and die, your children have to pay it back. Then they accumulate their own debt so their children have to pay it then. This goes on for years and years and you end up with a huge national debt that the generations can't pay back and everyone keeps working for money that they don't have.
The statement that holds true for the American Option is (A) Put-call parity provides an upper and lower bound for the difference between call and put prices
Explanation:
According to the Put-call parity concept when we hold the short European put and long European call of similar class the return delivered is same as holding one forward contract of the same underlying asset, that has the same expiration, forward price and which is equal to the strike price of the option
In financial management put–call parity concept is used to define the relationship that exist between the price of a European call option and European put option, and both of them have identical strike price and expiry
The formula used for calculating put call parity is
c + k = f +p
where (c) call price plus the (k) strike price of both options is equal to the futures price(f) plus the put price(p)
