Answer:
Arithmetic Average time-weighted Return 1.56%
Geometric Average time-weighted Return 0.918%
Explanation:
Computation for the arithmetic and geometric average time-weighted rates of return for the investor for XYZ
Time-weighted average returns are tend to be based on year by year or Holding period rates of return.
Therefore the first step is to calculate for the holding period return for each year.
Using this formula
Holding Period Return = (End Value – Beginning Value + Cash Flow)/ Beginning Value
Let plug in the formula to calculate for each return
2015 = (147-132+4)/132
2015=19/132
2015=14.39%
2016 = (120 -147+4)/147
2016=23/147
2016=-15.65%
2017 = (125 -120+4)/120
2016=9/120
2016=7.5%
Calculation for Arithmetic Average time-weighted Return = (14.39% - 15.65% + 7.5%)/4
=6.24%/4
= 1.56%
Calculation for the Geometric Average time-weighted Return
= [(1+0.1439) x (1-0.1565) x (1+0.075)]^1/4 - 1
= 0.918%
Therefore the Arithmetic Average time-weighted Return will be 1.56% While Geometric Average time-weighted Return will be 0.918%
Roosevelt was successful in keeping the United States out of wars by threatening legitimately with force under his "big stick" strategy, also known as Roosevelt Corollary.
<h3>What was the Roosevelt Corollary's principal effect?</h3>
The corollary said that not only were the countries of the Western Hemisphere closed to colonization by European powers, but that it was the United States' duty to uphold law.
<h3>When was big stick diplomacy used?</h3>
The Roosevelt Corollary to the Monroe Doctrine is the name given to President Theodore Roosevelt's forceful attitude to the countries of Latin America and the Caribbean. This strategy has frequently been referred to as the "Big Stick."
To know more about Big Stick, visit:
brainly.com/question/22391573
#SPJ4
The quantity demanded would remain constant
The answer is 56250
90,000×((800,000−50,000)÷1,200,000)
=56,250
Answer:
P1 $36,000
Q2 $54,000
B2 $90,000
Explanation:
For computing each ordering and receiving overhead assigned, first we have to calculate the price per order which is shown below:
= Total cost of purchase orders ÷ total purchase orders
where,
Total purchase orders = P1 purchase orders + Q2 purchase orders + R3 purchase orders
= 400 + 600 + 1,000
= 2,000 purchase orders
And, the Total cost of purchase orders is $180,000
Now put these values to the above formula
So, the price would equal to
= $180,000 ÷ 2,000 orders
= $90
Now we can compute easily.
For P1 = Purchase orders × price per order
= 400 × $90
= $36,000
For Q2 = Purchase orders × price per order
= 600 × $90
= $54,000
For R3 = Purchase orders × price per order
= 1,000 × $90
= $90,000
The given options are not correct