Answer:
$37,600 favorable
Explanation:
Variable overhead spending variance can be computed as;
= (Actual hours worked × Actual variable overhead rate) - ( Actual hours worked - Standard variable overhead rate)
= ( 18,800 hours × $77,700/12,000) - (18,800 hours × $4.5)
= [(18,800 × $6.5) - (18,800 × $4.5)]
= $122,200 - $84,600
= $37,600 favorable
The answer to this problem is "CHAMPION" such as when the <span> Senior Executive of the company who promotes the project and ensures its support, both financially and administratively aspects, at the highest or the top levels of the organization is needed to fill the role of a CHAMPION on a development team where he will leads and facilitate to achieve the common goals of the entire organization.</span>
The answer is: satisfying customer needs and wants.
<h3>What Distinguishes Needs from Wants?</h3>
One of the most crucial tasks you must take when building a monthly budget is classifying your expenditures by "need" or "desire" status.
The distinction between a need and a want might vary from person to person, making it one of the hardest challenges. It is also simple to mistake requirements for wants if you have been accustomed to something to the point that it is difficult to imagine life without it.
You classify your expenditure on the budgeting worksheet as either needs or wants. By doing this, you may distinguish between the expenses that are absolutely necessary for your existence and well-being (what you need) and those that are only desirable but not necessary (wants).
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Answer: c. 3%
Explanation:
The Insurance company guaranteed that the minimum rate that they will pay their policyholders as 3%. Just because the investments are now drawing only 2.5% due to the economic downtown does not absolve them of this agreement.
They must therefore still pay their policy holders the minimum return guaranteed which is 3%.
Answer:
$8.50
Explanation:
Computation for the net incremental cost or savings of buying the component.
Using this formula
Incremental cost = Purchase price -Cost savings
Let plug in the formula
$37 - ($10.50+ $14.50 + 3.50)
Incremental cost=$37-$28.5
Incremental cost= $8.50
Therefore the net incremental cost or savings of buying the component is $8.50
