Answer:
C) had a strong focus on the Chinese as scapegoeats for the economic woes of California workers.
Explanation:
During the 19th and 20th century, the so-called <em>Coolies</em> , Asian people who were brought from China to work in America, made economical situation even worse in the USA, for many Americans lost their job for these people for a cheaper salary.
Answer:
C. Prices in the country Increase
Explanation:
Inflation describes the general increase in prices in a country over time. Prices tend to rise with the increase in economic growth. A high economic growth rate implies that prices will increase at a high rate.
The Inflation rate is measured by assessing changes in the prices of products and services representing people's consumption. A rise in the inflation rate indicates a general increase in prices.
Answer: snowball sampling
Explanation:
Snowball sampling is a nonprobability sampling technique in which an initial group of respondents is selected and subsequent respondents are selected based on the referrals or information provided by the initial respondents.
It should be noted that in snowball sampling, after the respondents have been interviewed, theywould be told asked to help identify other people
that also belong to the target population.
Answer:
c. a resort condominium project in which owners enter their units in a common rental pool to enhance their income
Explanation:
As provided, the company here aggregates funds to acquire property and then earn rental income. The company can be a combination of many individuals or firms or any other form. But since it is earning an assured income in the form of rentals, it can be categorized as security.
Accordingly if it is a security, the security laws will be applicable on them.
Option a and b do not provide so, as they do not form a security, as in case a there is no definite income attached. In case b there are losses also attached, as it is for residential and retail in the same volume, making it loose its commercial substance.
Answer:
2.21
Explanation:
Portfolio beta = Respective beta*Respective weight
<em>Beta of market=1;Beta of risk-free assets=0</em>
1.28 = (0.25*0) + (0.31*1) + (0.44*Beta of Stock B)
1.28 = 0 + 0.31 + 0.44*Beta of Stock B
1.28 - 0.31 = 0.44*Beta of Stock B
Beta of Stock B = 0.97/0.44
Beta of Stock B = 2.204545454545455
Beta of Stock B = 2.21
