Answer:
The answer is option B) According to the Lewis two-sector model the creation of a Modern (urban) Sector will:
Create a flow of labor from the traditional sector into the modern sector.
Explanation:
The two sector model propounded by W. Arthur Lewis is a theory of development that identifies two sectors: the traditional and modern sector.
According to this theory, the creation of a modern sector will generate a flow of excess labor from the traditional sector to the urban sector where there is more demand for labor.
Over time, this migration will create more jobs, stimulate industrialization and a framework for sustainable development.
Answer:
F. Both firms have a dominant strategy to pick the Low Price option
Explanation:
In the given case as we can see that in the yellow form there is always a greater payoff by having a lesser price so it can be said that it set a less price
Now for the blue firm it also select the lesser price
So here the nash equilibrium would be
= (Low price, low price)
= (26,20)
The first payoff would be considered as a yellow firm and the other one is blue one
Therefore the last option is correct
Answer:
A) 8 percent.
Explanation:
Coupon rate refers to the expected periodic earnings of a bond until its maturity. The coupon rate is expressed as a percentage of the par value or the face value of the bond. It is similar to the interest rate for other investments option. A bond's coupon rate is, therefore, its interest rate.
A bond coupon rate represents its yearly earnings. However, most bonds will pay the interest twice per year. The bond issuer pays the bondholder regular and fixed interest until the bond matures. The coupon rate determines the bond's profitability. A bond with a higher coupon rate is more attractive to investors.
Answer:
12%
Explanation:
Annual net income:
= Increase in annual revenue - Increase in annual costs
= $220,000 - $160,000
= $60,000
Average investment:
= (Initial investment + Salvage value at the end) ÷ 2
= (980,000 + 20,000) ÷ 2
= $500,000
Annual rate of return:
= (Annual net income ÷ Average investment) × 100
= ($60,000 ÷ $500,000) × 100
= 12%
