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Taya2010 [7]
3 years ago
11

To which of the following would a

Business
1 answer:
nirvana33 [79]3 years ago
4 0

Answer:

the answer is D it is the right answer

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During the current year, the Jules Company incurred the following product costs:Direct materials used in production $250,000Dire
ICE Princess25 [194]

Answer:

Option (D) is correct.

Explanation:

Given that,

Direct materials used in production = $250,000

Direct labor = $185,000

Manufacturing overhead = $245,500

Beginning Work in Process Inventory = $20,000

Ending Work in Process Inventory = $30,000

Cost of finished goods manufactured for the year:

= Direct materials used in production + Direct labor + Manufacturing overhead + Beginning Work in Process Inventory

= $250,000 + $185,000 + $245,500 + $20,000 - $30,000

= $670,500

5 0
3 years ago
If costs are 85% of sales (and profit is 15%), what is the amount of extra sales needed to equal $1,200 in profit from purchasin
attashe74 [19]

Answer:

$8,000

Explanation:

Given that

Profit = $1,200

Cost = 85% of sales

Profit = 15%

We know that

Sales = Cost + Profit

         = 85% + 15%

         = 100%

So sales percentage is 100%

Now we use the unitary method to find out the extra sales which would be

= Profit × sales percentage ÷ profit percentage

= $1,200 × 100% ÷ 15%

= $8,000

7 0
3 years ago
Corporation meaning in 3-5 sentences​
alexgriva [62]

Answer:

Corporation- a company or group of people authorized to act as a single entity (legally a person) and recognized as such in law.

Ps. Brainliest pls

7 0
2 years ago
Toronto-based Mercedes-Benz Canada, with a network of 55 dealers, did not know enough about its customers. Dealers provided cust
frutty [35]

<u>Explanation:</u>

Mercedes-Benz adopts a method where the dealers are the only contact with the customers and company has failed to communicate with the customers directly.

Customer Relationship Management (CRM) is a tool that can be utilized by the company for easier day to day work. The information can be kept up to date which is easy to import, export and apply statistics to find information. The information can be accessed by Mercedes from anywhere. It helps to connect with the customers.

Another tool Partner Relationship Management (PRM) is used to connect with partners. The tasks can be scheduled and performance can be managed. Information and report details can be shared with the help of CRM and PRM from dealers and partners with Mercedes.

6 0
3 years ago
Assuming P≥0, suppose that a population develops according to the logistic equation ????P/????????=0.07P−0.00014P2 where ???? is
Natasha2012 [34]

Answer:

A complete description of the problem and solutions to each point are given below.

Explanation:

The Logistic Growth model of a population is defined as follows:

                                   dP/dt = kP (1 - P/M) (1)

Where:

dP/dt is the population growth rate.

k is the maximal individual growth rate for a given population

P is the number of individual in the population

M= carrying capacity of the population.

In the problem this first order derivative ecuation is given by

                               dP/dt= 0,07P - 0,00014P² (2)

So, we can factorize ecuation (1) and compare it with (2) to find the carryng capacity and k value (questions 1 and 2).

                                        kP (1 - P/M) = 0,07P - 0,00014P²

                                        kP - (k/M)P² = 0,07P - 0,00014P²

Here kP = 0,07P ⇒ k = 0,07 (answer to question 2)

Then, (k/M)P² = 0,00014P²⇒ (k/M) = 0,00014 and given that k= 0,07

⇒ 0,07/M = 0,00014 ⇒ M = 0,07/0,00014 ⇒ M=500 (answer to question 1)

Finally to find for which values of P is the population increasing/decreasing, we have to find the values at which dP/dt is zero. Analyzing the equation as a quadratic function (applying Baskara´s equation) we find that the values at which dP/dt is zero are P= 0 and P = -1.

x = [-0,07 ± √(0,07²)]/ 0,14 ⇒ x=  [-0,07 ± 0,07)]/ 0,14 ⇒ x = 0 and x= -1.

Then the vertex here is P = -0,5.

Now we can state that for P greater than - 0,5 the population is decreasimg (question 4), while for values from -∞ to - 0,5 the population is increasing (question 3).

Summarizing, given the first order derivative, the carrying capacity of the population is 500, the value of k is 0,07, the values of P for which dP/dt is positive (incresing population) are those comprised in the range (-∞, -0,5) and those for which the population is decreasing are (-0,5,∞).

3 0
3 years ago
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