Answer:
The answer is option E) The type of analysis that Jamie is doing is best described as scenario analysis.
Explanation:
scenario analysis assesses the effect of changing all the input variables at the same time.
Scenarios being considered can relate to a single variable, such as the relative success or failure of a new product launch, or a combination of factors, such as the results of the product launch combined with possible changes in the activities of competitor businesses. The goal is to analyze the results of the more extreme outcomes to determine investment strategy.
In this case, scenario analysis is used in analyzing the estimated net present value of a project under various conditions by revising the sales quantity, sales price, and the cost estimates.
Answer:
B) greater than $30 but less than $40
Explanation:
the options are missing:
A) less than or equal to $30
B) greater than $30 but less than $40
C) greater than $40 but less than $50
D) greater than $50
we must first calculate safety stock = (Z-score x √lead time x standard deviation of demand) + (Z-score x standard deviation of lead time x average demand)
- Z-score for 98% confidence level = 2.326
- standard deviation of demand = 30
- √lead time = √5 = 2.23607
- we are not given any standard deviation of lead time, so we can assume that it is 0
safety stock = (2.326 x √2.23607 x 30) + (2.326 x 0 x 300) = 156.03 ≈ 156 units
the annual holding cost of 156 units = 156 x $0.25 = $39
well if im right it should be 20$.
Answer:
The expected return on the portfolio is:
10.31% ($3,331.40)
Explanation:
a) Data and Calculations:
Portfolio investments: Expected Returns % Expected Returns $
Stock M = $13,400 8.50% $1,139
Stock N = $18,900 11.60% $2,192.40
Total $32,300 10.31% $3,331.40
Total expected returns in percentage is Expected Returns $/Total Investments * 100
= $3,331.40/$32,300 * 100
= 10.31%
b) The expected returns on the portfolio is derived by calculating the expected returns for each investment and summing up. Then dividing the expected portfolio returns by the portfolio investment. This yields 10.31% percentage value.