<span>Price floors can have differing effects depending on other government policies. If the government agrees to purchase a specific maximum of unsold products at the price floor, it incentivizes a business to increase supply or at least to stay in the industry despite slow sales. Many governments do this for areas they see as strategically or politically significant, such as agriculture, or to prevent what they consider to be unfairly low prices of its products. If a foreign government sets a price floor for coffee beans, for example, and then agrees to buy the surplus up to a certain amount, it encourages growers to maintain their operations by placing an effective hedge against price fluctuations. If you own a small coffee shop, these price floors mean that you’re more likely to be able to find your imported beans, but you’ll pay more for them</span>
They will put themselves on social media for a way to get out there
Answer:
13.86%
Explanation:
34% was invested into stock X with an expected return of 11%
22% was invested into stock Y with an expected return of 18%
44% was invested into stock Z with an expected return of 14%
The expected return on the portfolio can be calculated using the formula below
Expected return= Sum of ( weight of stock×return of stock)
= (0.34×11%)+(0.22×18%)+(0.44×14%)
= 3.74+3.96+6.16
= 13.86%
Hence the expected return on the portfolio is 13.86%
Answer: $121
Explanation:
The question simply wants us to find the present value of receiving $100 investment two years from now at a 10 percent annual discount rate.
This can be easily solved as follows:
For the first year, the $100 will be worth:
= $100 + ($100 × 10%)
= $100 + ($100 × 0.1)
= $100 + $10
= $110
The worth at the end of the second year will then be:
= $110 + ($110 × 10%)
= $110 + $11
= $121