Answer: Option (B) is correct.
Explanation:
Net sales = Gross sales - Sale return
= $3,600,000 - 34,000
= $3,566,000
Gross profit = Net sales - COGS
= $3,566,000 - $1,200,000
= $2,366,000
Total Income = Gross profit - S& A expense - Prior period expense + Gain on sale of securities + Gain on disposal of business segment
= $2,366,000 - $500,000 - $59,000 + $8,000 + $4,000
= $1,819,000
Net Income for Year 2 = Total Income - [email protected]%
= $1,819,000 - $545,700
= $1,273,300
Answer:
The correct answer to the following question is option B) Exhaustion .
Explanation:
The general adaptation syndrome can be described as 3 stage response , that body has to stress. These are alarm reaction, resistance and exhaustion. Exhaustion is the third stage in the general adaptation syndrome, where the body has already lost its energy resources by continuously trying but the body is not able to recover from the first alarm reaction stage. In this stage body is no longer able to fight the stress.
<span>Salespeople bringing suggestions for a new fast food item to the headquarters of their food manufacturer is an example of: Idea Generation
idea generation refers to developing facts and data into an abstract concept that will lead to an idea. This is the step that salespeople need to solve before they can move to constructing that abstract concept into an executable idea.
</span>
Answer:
Company shall rework on the cell phones.
Explanation:
In the given case we will do the comparison of the rework with the scrap.
In case of rework:
Total cost = $67 of manufacturing + $90 of rework = $157 each unit
Selling price then would be = $134 each
Loss on per unit = $157 - $134 = $23 on each cell phone.
In case no rework is done and the mobile phones are sold in scrap then the cost associated = $67 each
Value for sale = $33 each
Loss per unit on such sale = $67 - $33 = $34 each unit.
Since there is plenty of idle capacity the company in order to decrease the loss from selling these defective cell phones, the company shall rework on the phones, as loss in this case will be $34 - $23 = $11 per cell phone less than the loss in case of scrap sale.