Are they’re multiple answers choices or a open question
Answer:
The Required rate of return on Portfolio is 9.67%
Explanation:
In order to get the answer first we need to calculate the new beta of portfolio. The weight of portfolio and new stock is calculated using total value of investment in portfolio and multiplying by the total investment we get new beta.
(3M / 3.6M) x 1.10 + (0.6M / 3.6M) x 0.60 = 1.01667
Through using the CAPM Model we get risk premium of Existing Portfolio:
Required rate of return of portfolio = RF + ( Rm - RF ) x beta
10% = 5.6% + (Rm -RF) x 1.10
10% - 5.6% = (Rm - RF) x 1.10
4.4% / 1.10 = (Rm - RF)
(Rm - RF) = 4%
After getting the Risk Premium we can CAPM model equation to get New Required rate of return.
Required rate of return of portfolio = RF + ( Rm - RF ) x beta
Required rate of return of portfolio = 5.6% + 4% x 1.01667
Required Rate of Return of Portfolio = 9.67%
Answer: Bilateral Investment Promotion and Protection Agreement.
Explanation:
Other names for manufacturing overhead include:
a. factory burden
b. indirect manufacturing costs
c. factory overhead
<h3>
What is manufacture overhead?</h3>
A company's manufacturing activities include any expenses that are incurred that are not directly related to the cost of direct supplies and labor. Manufacturing overhead is referred to as an indirect cost because of this.
Costs, however, that are incurred outside of the manufacturing facilities are not costs for the products and cannot be inventoried. These expenses, which comprise selling, general, and administrative charges such corporate salaries, audit, and legal fees, are only reported as expenses and are included in the income statement for the accounting period in which they take place.
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Answer:
The Correct Option is "B"
Explanation:
Total consumption model was created accordingly of traditional model. It shows the connection between the GDP and arranged spending. The condition of consumption model is as per the following:
Y = C + I + G + NX
Where, Y is the genuine GDP, C is Consumption, I Refers to net investment, G is government buys and NX is net ex[port.
The total use model accept that gross investment (I), government buys (G), and net export (NX) are independent to of genuine GDP (Y) as they don't depend on salary of the economy.
