Answer:
expected return is 15.8%
portfolio beta is 94.5%
Explanation:
a. EXPECTED RETURN: to calculate the the expected return of, we simply multiply each of the stock percentage by its expected return and then sum it up. thus we have
0.2×0.16 + 0.3×0.14 + 0.15×0.2 + 0.25×0.12 + 0.1×0.24= 0.158
Multiply the result by 100% yields 15.8%
B. PORTFOLIO BETA: to calculate the portfolio beta, we simply multiply the weighted average of the stock percentage by the portfolio beta. thus we have;
0.2×1 + 0.3×0.85 + 0.15×1.2 + 0.25×0.6 + 0.1×1.6= 0.945
multiply the result by 100% yields 94.5%
Answer:
Income inequality ratio
Explanation:
The income inequality ratio is an incomplete picture because a single number cannot fully reflect the sources of the underlying differences in income.
Income inequality refers to the uneven distribution of income among the population of a particular place. It is the difference in the allocation of income in a particular country.
Income inequality occurs across different segments of the population such as gender(male and female), ethnic group, occupation, geographical location etc.
The Gini index is widely used to compare disparities in income.
Answer:
The answer is 5.73%
Explanation:
Given Coupon rate=5.5%; Years of maturity= 12years, Face value bonds= $1,000, Price=98.2
NPER= Years of maturity *2= 12*2=24
PMT= (Face value * coupon rate)/2= (1000*5.5)/2= 5500/2= 2.75
Therefore:
Rate = (NPER, PMT, -Price, Face value)= (24, 2.75, -98.2, 1000)= 2.87%
Yield to maturity= Rate *2= 2.87*2= 5.73%
Answer:
$10
Explanation:
10% of 100 is 10. 100÷10=10
