During the twentieth century, the real income of blue-collar workers in western societies increased significantly overall, although it has dropped in the past 20 years.
White-collar workers went to work in factories instead of going to farming, and within a few years created the new industrial working class of America. Workingin factories was a difficult transition for rural people who were accustomed to living in communities where life was controlled by the hours of available daylight and the natural rhythm of the seasons.
Answer: Option A
Explanation: For finance, an investment's beta (β or beta coefficient) is a measure of risk as opposed to idiosyncratic variables resulting from vulnerability to current market fluctuations.
The financial assets ' equity pool has a beta of precisely 1. A beta under 1 may imply either a less volatility in investment than the market, or a volatile portfolio whose price changes are not closely linked to the industry.Beta is relevant because it calculates the risk of a diversification-free investment.
<span>Don't invest in stock, period. Look up Options....Options are successful in a bearish and bullish market. As opposed to stocks are only in bullish markets. NEVER go in it for the long haul! Plain and simple.</span>
The prices of Japanese goods will increase.
<h3>Economic Principles of Demand and Supply </h3>
Following the principles of demand and supply, the higher the price, the higher the quantity supplied (all other factors remaining constant).
Recall that cost of production for Japanese goods has also increased according to the question. When prices increase, suppliers sometimes want to take advantage to create even additional inflation in order to get additional profit. Hence they put out more goods at the instance of increased prices.
See the link below for more about the law of supply:
brainly.com/question/4803223
Answer:
<u>Prize is $22,071.39 worth today</u>
Explanation:
Present value of Annuity = A*[(1-(1+r)^-n)/r]
A - Annuity payment = 500
r - rate per period = 6/12 = .5%
n - no. of periods = 50
Present value of Annuity = 500*[(1-(1.005)^-50)/.005]
= 500*[(1-0.77928606825)/.005]
= 500*44.14278635
= $22,071.39