<span>Decrease by $57,400 per month.
Looks look at the cash flow for continuing to produce product a and discontinuing product a.
Continuing to produce
Income = 15900 * $29 = $461,100
Variable Expenses = 15900 * 23 = $365,700
Fixed overhead = $109,000
Total cash flow = $461,100 - $365,700 - $109,000 = -$13,600
So the Lusk company is losing $13,600 per month while producing product a. Let's see what happens if they stop producing it.
Income = $0
Variable Expenses = $0
Fixed overhead = $71,000
Total cash flow = $0 - $71,000 = -$71,000
So if they stop producing it, their fixed overhead decreases, but is still at $71,000 per month, for a total loss per month of $71,000.
The conclusion is to either lose $13,600 per month, or $71,000 per month. So if they stop production of product a, their loss per month will increase by $57,400.</span>
        
             
        
        
        
Tesla  is the company is the best one people wish to invest for next 3 decades, based on its management, product or business model, financial condition, consistent past and potential earning.
<h3>What is the
 management structure of Tesla?</h3>
According to management experts, Tesla is one company that has a practical organizational structure with a lot of hierarchical structure.
Tesla is a company that is reported to use functional centers that are well-structured and cover all aspect of their business operations, including finance, sales, marketing, and technology.
Thus, the company is Tesla.
For more information about  management structure of Tesla, click here:
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Answer:
Capability ratio = 1.04166
Explanation:
Given:
Length of a shoe (not deviate) = 1 mm
Standard deviation of this length = 0.32 mm
Number of standard deviations = 3 
Find:
Capability ratio = ?
Computation:
Capability ratio = [Length of a shoe (not deviate) / Standard deviation of this length] / Number of standard deviations
Capability ratio = [1 / 0.32] / 3
Capability ratio = 3.125 / 3
Capability ratio = 1.04166
Capability ratio is greater than 1, therefore process is capable.
 
        
             
        
        
        
Answer:
Economic systems as a type of social system must confront and solve the three fundamental economic problems: What kinds and quantities of goods shall be produced, "how much and which of alternative goods and services shall be produced?" How shall goods be produced? ..by whom and with what resources