Answer:
C. a result of the seasonal pattern of work in specific industries
Explanation:
Seasonal Unemployment results out of seasonal demand of labor in those industries where the nature of job is dependent upon weather or business seasons.
For example in case of crops, during the harvest season, there is high demand for labor while during the rest of the year there is no demand at all. So laborers of such industries are employed for a fixed duration in an year and remain unemployed for the rest of the period.
This unemployment is not due to inadequacy of labor skills but results owing to nature of the industry and seasonal pattern of the work required.
Given:
tuition: 180,000 per year
period to save: 18 years
annual rate of return : 6%
FV = PV * (1+r)^t
180,000 = PV * (1 + 0.06)¹⁸
180,000 = PV * (1.06)¹⁸
PV = 180,000 / (1.06)¹⁸ = 180,000 / 2.854 = 63,069.38
Jack and Jill will have to invest 63,069.38 in the first year to have a total of 180,000 after 18 years.
Using Future Value Annuity formula:
FV of Annuity = P [{(1+r)^n - 1} / r]
180,000 = P [{(1.06)¹⁸ - 1} / 0.06]
180,000 = P (30.906)
P = 180,000 / 30.906
P = 5,824.11
Jack and Jill will have to deposit 5,824.11 every end of the year for the total to reach 180,000 after 18 years.
Answer:
I believe the answer in B. landscaper
Explanation:
It can't be A or C, and B makes more sense than D. If it for some reason isn't B, It should be D.
Such employment would fall outside the production possibilities curve as the values plotted on that curve would be the minimum unemployment levels. The usual figure to use is % unemployment so most likely the differing levels shown would be for unemployment ie 10% above the curve and say 5 % on the curve.
