Answer:
$4,800 each
Explanation:
The computation of the depreciation expense for the first two year under the straight-line method is shown below:
= (Original cost - residual value) ÷ (useful life)
= ($120,000 - $0) ÷ (25 years)
= ($120,000) ÷ (25 years)
= $4,800
In this method, the depreciation is same for all the remaining useful life
Hence, the depreciation of $4,800 is to be charged separately for each year
Answer and Explanation:
Unemployment rate = (Unemployed/Labor force)*100
Labor Force Participation Rate = (Labor force/Adult population)*100
Labor force = number of unemployed + number of employed
Adult population = employed + unemployed + not in the labor force
When homemakers are included in the labor force as employed then the unemployment rate would go down, labor force would increase and so the labor force participation rate would increase.
The unemployment rate would decrease and the labor force participation rate would increase.
Answer:
The correct answer is: monopolistic competition.
Explanation:
There is monopolistic competition in markets that have many companies offering similar products or services. Restaurants, grocery stores, and clothing stores, for example. Such similar products and services are not ideal substitutes for each other. In these industries the barrier to entry and exit is low.
Answer:
8.01%
Explanation:
Expected return on mutual fund = Risk-free rate + Market risk premium*Beta
Expected return on mutual fund = 3% + 7.7%*1
Expected return on mutual fund = 10.70%
Best estimate of the portfolio expected rate of return = Weight of mutual fund*Expected return on mutual fund + Weight of risk-free Treasury bills*Expected return on risk-free Treasury bills
Best estimate of the portfolio expected rate of return = 65%*10.70 + 35%*3
Best estimate of the portfolio expected rate of return = 0.08005
Best estimate of the portfolio expected rate of return = 8.01%
An example is clothes. A younger teenager might want to show more skin and want all the cool new styles but older people generally just want to wear comfortable durable clothes. I hope that helps
