Answer:
Option C is Correct ($56,400)
Cost of the company's ending work-in-process inventory=$56,400.
Explanation:
Option C is Correct ($56,400)
Given:
Ending Work in process=2000 units
Conversion= $22
Material= $15
Completed units=15,000 units
Required:
Cost of the company's ending work-in-process inventory=?
Solution:
Material Cost= $15
Conversion Cost= $22 *60%
Conversion Cost= $13.2
Total Cost=Material Cost+Conversion Cost
Total Cost=$15+$13.2
Total Cost= $28.2
Cost of the company's ending work-in-process inventory=Ending Work in process*Total Cost
Cost of the company's ending work-in-process inventory=2000*28,2
Cost of the company's ending work-in-process inventory=$56,400.
Answer:
6ax+9ay−2bx−3by
Explanation:
2x(3a−b)−3y(b−3a)
Distribute:
=(2x)(3a)+(2x)(−b)+9ay+−3by
=6ax+−2bx+9ay+−3by
Check the price of the bag and see if it is equal to the money you have collected
Answer: The answers are provided below.
Explanation:
1. A payoff matrix is a table whereby strategies of one player are listed in the rows and the strategies of the other player is listed in the columns while the cells show the payoffs to each player in such a way that the payoff of the row player is first listed.
The payoff matrix for this game has been attached.
2. In game theory, a strategic dominance occurs when a strategy is better than the strategy of another player. In this scenario, even does not have a dominant strategy because both strategies are providing equal payoffs for the pure strategy.
If the new hires had not been adequately trained to make use of the system. This is an example of fundamental attribution bias.
<h3>What is fundamental attribution bias?</h3>
Fundamental attribution bias can be defined as the way in which a person judge another person without considering the situation factors.
Based on the giveing scenario Paulina is using fundamental attribution bias on the new employ by ignoring the reason why the new hire did not use the company's expert software system.
Therefore this is an example of fundamental attribution bias.
Learn more about fundamental attribution bias here:brainly.com/question/17109470