Answer: -1.26%
Explanation:
We can solve for this using the following formula.
Return on Stock Market = Down figure of Index / ( Close figure of Index - down figure of Index)
So calculating we have,
Return on Stock Market = -98.34 / ( 7,447.50 - (-98.34))
Return on Stock Market = -98.34 / 7,545.84
Return on Stock Market = - 0.0126
Return on Stock Market = -1.26%
Answer: 28.2%
Explanation:
Correlation Coefficient = Covariance / (Standard deviation of Security A * Standard deviation of Security B)
0.52 = 0.022 /( 15% * σ)
(15% * σ) * 0.52 = 0.022
15% * σ = 0.022 / 0.52
σ = 0.0423/15%
= 28.2%
Answer:
Purchases= $330,000
Explanation:
Giving the following information:
Sales:
August $540,000
September $580,000
Abet's cost of goods sold is 60% of sales dollars.
Abet wants a merchandise inventory balance equal to 25% of the following month's expected cost of goods sold.
<u>To calculate the purchases for August, we need to use the following formula:</u>
Purchases= sales + desired ending inventory - beginning inventory
Purchases= (540,000*0.6) + (580,000*0.6)*0.25 - (540,000*0.6)*0.25
Purchases= 324,000 + 87,000 - 81,000
Purchases= $330,000
Answer:
Minimum Transfer Price is $3.50
Explanation:
The Minimum transfer price is calculated by adding the variable cost per unit with the opportunity cost. In this case where the clock division is not operating at full capacity then the opportunity cost would be considered as $0.
Moreover, the division would be able to avoid a $0.5 cost per clock. Therefore, the variable cost will be $3.50 ($4 - $0.5) after eliminating the $0.5.
Finally, the minimum transfer would as follows:
Minimum Transfer Price = Variable cost + Opportunity Cost
Minimum Transfer Price = $3.50 + $0
Minimum Transfer Price = $3.50
