Answer:
1.67
Explanation:
The computation of multi-factor productivity is shown below:-
Multi-factor productivity = Potential leads × Number of workers × Fee × Conversion percentage ÷ Labor cost + Material cost + Overhead cost
= 3,500 × 4 × $60 × 0.03 ÷ 4 × 40 × $35 + $1,500 + $8,000
= 25,200 ÷ 15,100
= 1.67
Therefore for computing the multi-factor productivity we simply applied the above formula.
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: A. there has been a major increase in the amount of transfer payments the government makes through programs such as Social Security and unemployment insurance.
Explanation:
Since the 1950s, the US government budget for Transfer Payments to Social Security Programs and Unemployment benefits has increased tremendously.
The main transfer payments are Disability and Pension/ Retirement payments and they have been on the rise since the 50s.
These Transfer Payments are both a show of Humanitarianism as well as a form of Economic Investment as they help stimulate the Economy during times or Economic Distress by pouring money into it.
A typical example would be the $1,200 that Congress voted to provide direct cash payments of which totaled around $250 billion in March this year to help Americans who were hit hard by the lockdowns that have crippled much of the American economy.
What John’s company should prepare to demonstrate is the
best practices that they are engaging in managing how it impacts the
environment as this is a way of complying or keep up with the top management request
and when they undergo with the review.
