This stament is true in my opinion because in order to make a story you have to go by the steps so like you have to write a rough draft
Answer:
It will take 2.73 years to cover the initial investment.
Explanation:
<u>The payback period is the time required to cover the initial investment:</u>
Year 1= 0 - 2,400= -2,400
Year 2= 1,600 - 2,400= -800
Year 3= 1,100 - 800= $300
<u>To be more accurate:</u>
(800/1,100)= 0.73
It will take 2.73 years to cover the initial investment.
Answer:
$4.5
Explanation:
Interest to be capitalized=$90*6%*10/12=$4.5
As the loan was outstanding from January to October 2021, therefore interest is worked out for 10 months.
Please note that interest of only those debt instruments are capitalized which have been obtained to finance any construction project under the specific interest method.
In our example $90 is the construction loan therefore only this loan's interest is capitalized.
Answer:
31.47%
Explanation:
Total investment = 4000 + 3000 +9000 = $16,000
% of investment in A = 4000/16000 = 25%
% of investment in B = 3000/16000 = 18.75%
% of investment in Asset beta and risk-free asset = 100% - 25% -18.75% = 56.25%
Let the % of investment in asset with beta of 1.74 is A, % of investment in risk free asset is B.
We have the following simultaneous equations:
0.9 = (0.25 x 1.47) + (0.1875 x 0.54) + (A x 1.74) + (B x 0)
A+B = 56.25%
From the first equation, we get A = 24.78%
--> B = 56.25% - 24.78% = 31.47%
*** Note: Portfolio beta is the weighted sum of individual asset betas, according to the proportions of the investments in the portfolio
*** Note: Beta of risk free asset is 0
Answer:
The correct answer is letter "C": it yields a larger variety of solutions than generally available using an LP method.
Explanation:
In Goal Programming (GP), the MINIMAX objective aims to minimize the maximum deviation from any type of objective. This approach carries a larger number of solutions compared to the Linear Programming (LP) method which mainly focuses on assigning more weight to each goal in the objective function.