<span>Sales during the last four periods are in the order from older to recent as 100, 200, 130, and 300.
Moving average is a successive average calculated from the successive segments.
So the third month moving average MA3 = (200 + 130 + 300) / 3 = 630 / 3 = 210
So the answer is 210.</span>
Answer:
C. optimal capital labor ratio remains the same
Explanation:
One pilot for each plane implies A = B
Let cost be C
So, isocost line is xA + rB = C
So, xA + yA = C (as L = K)
So, (x+y)A = C
So, A = C/(x+y) =B
Optimal capital labor ratio = B/A = 1 as B =A
Now, wage rate increases to x'
So, isocost line is x'A + yB = C
So, x'A + yA = C (as A = B)
So, (x'+y)A = C
So, A = C/(x'+y) = B
New optimal capital labor ratio =B/A = 1 as B = A
Thus, optimal capital labor ratio remains same because capital (planes) and labor (pilots) are used in fixed proportion.
Thus the answer is
C. optimal capital labor ratio remains the same
Lapping is best described as the process of <u>B. applying </u><u>cash receipts</u> to a different customer's account in an attempt to conceal previous thefts of cash receipts.
<h3>What is Lapping?</h3>
Lapping is an employee stealing scheme revolving around the application of cash receipts.
Lapping can be traced by tracing the application of cash receipts to customers' accounts.
Routine application of cash receipts to wrong customer accounts proves evidence of a lapping scheme.
Thus, Lapping is best described as the process of <u>B. applying </u><u>cash receipts</u> to a different customer's account in an attempt to conceal previous thefts of cash receipts.
Learn more about lapping schemes at brainly.com/question/14846195
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Answer:
the contribution made to the production of 200 autos and 200 trucks is $9,000,000
Explanation:
The computation of the contribution made to the production of 200 autos and 200 trucks is shown below
Contribution to GDP is
= $30,000 × 200 + $15,000 × 200
= $6,000,000 + $3,000,000
= $9,000,000
Hence, the contribution made to the production of 200 autos and 200 trucks is $9,000,000
Answer:
$22,750
Explanation:
Data provided
Fixed manufacturing overhead = $16,500
Units produced = 5,000
Variable manufacturing overhead = $1.25
The computation of the total amount of manufacturing overhead cost is shown below:-
Manufacturing overhead = Fixed manufacturing overhead + Variable manufacturing overhead
= $16,500 + (5,000 × $1.25)
= $16,500 + $6,250
= $22,750
