Answer:
Projects Y and Z
b. Projects W and Z
c. Projects W and Y
Explanation:
CAPM equation : Expected return = Risk free rate + Beta x (Expected market return - Risk free rate)
W = 4% + [0.85 x (11% - 4%)] = 9.95%
X = 4% + (0.92 x 7%) = 10.44%
Y = 4% + (1.09 x 7%) = 11.63%
Z = 4% + (1.35 x 7%) = 13.45%
Projects Y and Z have an expected return greater than 11%
b. Projects W and Z should be accepted because its expected return is higher than the IRR
c. Project W would be incorrectly rejected because the expected rate of return is less than the overall cost of capital (i.e. 9.95 is less than 11). But its expected rate of return is greater than the IRR
Y would be incorrectly accepted because its expected rate of return is greater than the overall cost of capital but its expected rate of return is less than the IRR
Repayment Limitation Table for 2017
Household Income Percentage of Federal Poverty Line Limitation Amount for Single Limitation Amount for all other filing statuses
At least 200%, but less than 300% $750 $1,500
At least 300%, but less than 400% $1,275 $2,550
400% or more No limit No limit
A.
because it could be like a baby toy and the first question you ask would be when can i buy it
Answer: refine your approach by going back to the drawing board
Explanation:
Based on the information given, since after reviewing what identifies an ideal market, it's realize that the segmentation approach does not meet any of the effective segmentation conditions, then one should refine their approach by going back to the drawing board.
When this is done, one can then restrategize and then choose a segmentation approach that meets the effective segmentation conditions.
Answer:
Option B, positively skewed, is the right answer.
Explanation:
A positive-skewed distribution generally has a long right or positive tail. The positive-skew distributions are also known as the Right-skewed distribution. The main reason behind calling this a positive-skew is that this skew has a long tail in the positive direction on the number line.
In the given question, positively-skewed implies to one-year return risk-neutral distribution, as the delta put raises, the volatility decreases but not in the same proportion. In such a condition, the median will be less than the mean. Therefore, it will be Right-Skewed or Positively Skewed Distribution.
