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saul85 [17]
3 years ago
7

During the period, labor costs incurred on account amounted to $175,000, including $150,000 for production orders and $25,000 fo

r general factory use. In addition, factory overhead charged to production was $32,000. The entry to record the direct labor costs is a. Work in Process150,000 Wages Payable150,000 b. Wages Payable150,000 Work in Process150,000 c. Wages Payable175,000 Work in Process175,000 d. Work in Process175,000 Wages Payable175,000
Business
1 answer:
alekssr [168]3 years ago
5 0

Answer:

d. Work in Process 175,000 Wages Payable 175,000

Explanation:

Production Orders and General factory expenses are all manufacturing costs and are included in Work In Process Cost for Inventory Valuation. Since the wages have not been paid yet, a Liability account - Wages Payable has to be credited in total of amount due.

You might be interested in
The hourglass model for structuring effective business presentations suggests you should:_______.
mrs_skeptik [129]

Answer:

Begin and end your presentation with motivating context

Explanation:

Just as the hourglass is shaped with a large top, narrow middle and a large bottom. Presentations should start on a general and motivational context.

The middle of the presentation should focus on some details and procedures on how to achieve set goals and objectives of the topic. This is where practical steps are given to the audience.

The end of the presentation should again be a motivational context again. The audience is made to see the big picture of the situation.

6 0
3 years ago
According to the two-factor theory proposed by Herzberg, which of the following factors is considered a hygiene factor? promotio
givi [52]

Answer:

Quality of supervision

Explanation:

Herzberg's 2 factor theory included motivational factors and hygiene factors.

Motivational factors are those which enable an employees or a workers to contribute their best efforts with utmost efficiency.

Hygiene factors on the other hand convey to the contrary i.e such factors lead to a reduction in the productivity and efficiency of workers.

One of the hygiene factor specified by Herzberg is supervision as per which poor supervision or command leads to job dissatisfaction among workers.

An organization must eliminate hygiene factors so as the employees are motivated to work and contribute optimally towards attainment of organizational goals.

6 0
3 years ago
The primary concerns when first starting your business are:
const2013 [10]
The primary concerns when first starting your business are: financing and planning
8 0
2 years ago
I know this is not a dating website but am looking for a relastionship
kogti [31]

Answer:

probably not a good place lol

Explanation:

trust me a bunch of middle schoolers will come for u( unless u r one ), I could suggest discord tho, around ur age group :)

4 0
3 years ago
EBike, an electronic bicycle manufacturer, has identified two customer segments, one is willing to pay a higher price for a cust
kramer

Solution:

1)

Profit function of customised bicycle customers, P1 = d1*(p1-c)

= (11000-25p1)*(p1-160)

= 11000p1-1760000-25p1^2+4000p1

= -25p1^2+15000p1-1760000

In order to the profit maximizing price, equate the first order derivative of profit function to 0

dP1/dp1 = d(-25p1^2+15000p1-1760000)/dp1 = 0

=> -50p1+15000 = 0

=> p1 = 300

Profit function of price sensitive customers, P2 = d2*(p2-c)

= (11000-45p2)*(p2-160)

= 11000p2-1760000-45p2^2+7200p2

= -45p2^2+18200p2-1760000

In order to the profit maximizing price, equate the first order derivative of profit function to 0

dP2/dp2 = d(-45p2^2+18200p2-1760000)/dp2 = 0

=> -90p2+18200 = 0

=> p2 = 202.22

Price to be charged for customised segment = $ 300

Price to be charged for price sensitive segment = $ 202.22

------------------------------------------------------------

2)

Considering single price, p

Total profit from both segments, P = (d1+d2)*(p-160)

= (11000-25p+11000-45p)*(p-160)

= (22000-70p)*(p-160)

= 22000p-3520000-70p^2+11200p

= -70p^2+33200p-3520000

In order to the profit maximizing price, equate the first order derivative of profit function to 0

dP/dp = d(-70p^2+33200p-3520000)/dp = 0

=> -140p+33200 = 0

=> p2 = 237.14

3)

This is solved by Solver as follows:

[ Find the attachments ]

8 0
3 years ago
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