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Answer:
The expected return of the portfolio is 12.8%
Explanation:
A portfolio is invested 22% on stock G, 50% on stock J and 28% on stock K.
The expected return on stock G is 7%, on stock J is 13% and on stock K is 17%.
Weighted return on stock G
= 0.22*7%
=1.54%
Weighted return on stock J
=0.50*13%
=6.5%
Weighted return on stock K
=0.28*17%
=4.76%
The expected return on the portfolio
=Weighted return on stock G+Weighted return on stock J+Weighted return on stock K
=(1.54+6.5+4.76)%
=12.8%
The real rate of return is 3.15%.
What is real rate of return?
The annual percentage of financial gain on an investment that has been prorated for inflation is known as the real rate of return. As a result, the real rate of return provides an accurate representation of the real purchasing power of the a given sum of money over time. The investor can calculate how much more of a nominal return seems to be real return by adjusting this same nominal return to account for inflation. Investors must account for the effects of additional factors, including such taxes and investing fees, in addition to adjusting for inflation, in order to calculate real returns on their investments or to make investment decisions. Subtracting this same nominal interest rate from the inflation rate yields the real rate of return.
1+real rate = (1+rate of return) / (1+inflation)
1 + real rate = (1+0.0645) / (1+0.032)
1 + Real Rate = 1.0315
Real Rate = 0.0315 = 3.15%
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Answer:
a. will have access to experts who can decide international trade disputes.
Explanation:
Answer:
$4,800
Explanation:
The computation of additional annual cash inflow is shown below:-
Saving in Annual Maintenance Cost by new machine = $15,000 - $6,000
= $9,000
Net savings on Maintenance = $9,000 × (1 - 0.4)
= $5,400
Decrease in Depreciation due to purchase of New machinery
= ($60,000 ÷ 10) - ($45,000 - 10)
= $6,000 - $4,500
= $1500
Tax to be paid due to decrease in Depreciation = Decrease in Depreciation due to purchase of New machinery × Tax rate
= $1,500 × 0.4
= $600
Net Annual cash Inflow due to new machinery = Net savings on Maintenance - Tax to be paid due to decrease in Depreciation
= $5,400 - $600
= $4,800
So, for computing the additional annual cash inflow we simply applied the above formula.