Roll sum of 19 sum of 17 sum of 15 sum of 13 doubles other winnings $5 $3 $2 $1 $.5 $0.
<h3>What is Roll sum?</h3>
The 12-month rolling sum is the total of the previous 12 months. As the 12-month period "rolls" forward each month, the amount from the most recent month is added and the amount from the previous year is deducted. As a result, a 12-month total has been carried forward to the new month.
Cumulative sums, often known as running totals, are used to show the total sum of data as it grows over time (or any other series or progression). This allows you to see the entire contribution of a specific measure across time.
The total number of possible outcomes is 36, which is equal to the total number of the first die (6) multiplied by the total number of the second die (6).
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Helps perform calculations and other manipulations of data
Answer:
C) Both I and II
Explanation:
A partner's tax basis increases as partnership income and gain is allocated to the partner, including the partner's share of tax-exempt income like municipal bonds. The partner must also report a gain on his/her distributive share of partnership items like property, machinery, vehicles or merchandise distribution.
Answer:
$16,100 favorable
Explanation:
The computation of the direct labor efficiency variance for June is shown below:
= Standard rate × (standard hours - actual hours)
= $23 × (1.3 × 35,000 - 44,800)
= $16,100 favorable
hence, the direct labor efficiency variance for June is $16,100 favorable
The same should be considered and relevant
Answer: The correct answer is "A) Without trading, the portfolio weights will decrease for the stocks in the portfolio whose returns are above the overall portfolio return.".
Explanation: The statement "A) Without trading, the portfolio weights will decrease for the stocks in the portfolio whose returns are above the overall portfolio return." is FALSE, because it is the opposite, that is Without trading, the portfolio weights will <u>increase</u> for the stocks in the portfolio whose returns are above the overall portfolio return.
