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I think the answer should be "Personal appeals". It is a<span>n influence tactic in which the requestor asks for something based on personal friendship or loyalty</span>
The stock is now trading at $52.16 per share.
The current value of an annuity of n regular payments of P at r% with yearly payments is provided by:
PV = P × (1 -(
÷r))
Estes Park Corp. distributes a fixed rate of a dividend of P = $7.80 per share on its shares. The corporation will retain this dividend for the following n = 13 years before ceasing dividend payments permanently. If the necessary returns on this stock are not metis r = 11.2% = 0.112.
The actual share price is calculated as follows:
Current share price = $7.80 × (1 -(
÷0.112))
$7.80 × ((1 - 0.251) ÷ 0.112)
$52.16
Therefore, the current share price is $52.16
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BLIND OBEDIENCE occurs when soldiers or employees follow questionable orders, such as when nurses willingly follow a physician's order to give a patient a dangerously high dosage of medication.
Answer: Total Variable Costs = $110130
Explanation:
The question in incomplete. Requirements were not provided in the question, as a result it is not clear what the question requires us to do. We will assume the question requires us to calculate Total variable costs since There is nothing in the question that talks about fixed costs.
Total Variable Costs
Manufacturing costs
Direct Material Per pound = $2.95
Direct Material used = 27800 pounds
Direct Material Cost = 27800 x 2.95 = $82010
Direct Labor
Direct Labor cost per hour = $6.20
Direct Labor hours = 3800
Direct Labour Cost = 3800 x $6.20 = $23560
Variable Manufacturing overhead cost = $4560
Total Variable Costs = Direct Material cost + Direct labor costs + Variable Manufacturing overhead
Total Variable Costs = $82010 + $23560 + $4560
Total Variable Costs = $110130
Answer:
The answer is: 14,400 different production sequences are possible
Explanation:
For this calculation I will assume that the first 5 operations can be made in any order, as well as the last 5.
For the first set of machining operations, since they can go in any order, you choose one operation and then you have 4 operations left, then you choose another operation and you have 3 operations left, then you choose another operation and you have 2 operations left, you choose another option and you have only 1 operation left. This process can be expressed by the following equation: 5 x 4 x 3 x 2 x 1 = 120 possible different combinations. Mathematically it can also be expressed as 5! = 120
The same for the last 5 assembly operations, you have 5 x 4 x 3 x 2 x 1 = 120 possible different combinations.
So to get the total possible combinations of all the process, we just multiply 120 x 120 = 14,000 or 5! x 5! = 14,400