Answer:
790,000, i.e. $79 x 10,000= 790,000
. Yes, the manufacturer should change the design. 666,667 (when it goes from 1/10,000 to 1/15,000). It is 500,000 (when it goes from 1/10,000 but 1/20,000)
. No, the benevolent social planner would not agree with the manufacturer's decision.
Explanation:
In the estimates provided by the manufacturer, the total cost of the design is equivalent to $79 x 10,000= 790,000. There should be an alteration in the design to remove the necessary precautions. If the probability is different from the estimate provided by the manufacturer, the planner will disagree with the decision made by the manufacturer. For example, a change to 1/15000 will make the total cost to be approximately $666,667.
Answer:
Local spaces open for public to help them with social activities. Parks, gyms, store, mall and clubs are some of local spaces which are open to everyone for gaining relaxation in their leisure time.
Explanation:
People are busy in weekdays and they need some place for relaxation on weekend. There are many places which provide with recreational activities for people to relax and spend their weekends with their family.
Answer:
decreased
Explanation:
As we know that there is a negative relationship between the rate of return i.e. required and the price of the stock. That means if the required rate of return rises, than the price of the stock reduced and vice versa
As in the given situation it is mentioned that the required rate of return increase so the price of the stock is decreased
The same is to be considered
Answer:
The correct answer is "evoked set"
Explanation:
An evoked set is a term that refers to the capacity of a customer to choose a specific brand because the customer reminds a product of a previous marketing campaign that takes effect on him.
The essence of marketing campaigns is to establish their business brand firmly on the market.
Example: When a person purchases a specif brand because it appeared on the tv, radio, newspaper... Sometimes the customer doesn't know why he chose this brand, just know that he likes it. (Probably for a marketing campaign)
