Marketing training should ideally address your organizational challenges, for example through company-specific projects or the development of your own action plan.
Answer:
$17,688 unfavorable
Explanation:
The computation of the variable efficiency variance is shown below:
Variable efficiency variance = (Actual hours - standard hours) × standard rate
= (2,700 hours - 200 units × 6.8 hours) × $13.20
= (2,700 hours - 1,360 hours) × $13.20
= 1,340 hours × $13.20
= $17,688 unfavorable
Since the actual hours is more than the standard hours so it would leads to unfavorable variance
Answer:
C. 2.2.
Explanation:
Mid point elasticity is calculated as follows:
<em>% change in qty supplied/ % change in price</em>
<em />
<em>% change in qty supplied</em>
= (600-400)/(600+400)/2
= 0.4
<em> % change in price </em>
= (12 -10)/(12+10)/2
= 0.181
Mid point elasticity
= 0.4/0.18
=2.2
Answer:
<em>Inaccurate</em>
Explanation:
<em>The information that was given to Alex Timbers who was a wood supplier that furniture manufacturing company requires teak wood, this information was </em><u><em>inaccurate</em></u><em>.</em>
Because we can see in the scenario which is mentioned in the question that the quality specialist of that furniture manufacturer company observes that the logs that was sent by Alex Timbers are very big, as the company itself ordered for teak wood, and we know that teak wood is very big. So, we can say that information provided by the company was inaccurate.
Answer:
$2,000
Explanation:
The amount which is to be recorded for the service revenue for the month of the December 2018 is computed as:
Service revenue = Monthly Salary / Number of days in the month of December × Number of days from being hired
where
Monthly salary is $4,000
Number of days in the month of December is 30 days
Number of days from being hired is 15 days (From 15 December to 30 December)
Service revenue = $4,000 / 30 days × 15 days
Service revenue = $133.33 × 15 days
Service revenue = $1999.95 or $2,000
Therefore, the service revenue for the month of December amounts to $2,000.
