Answer:
See explanation section
Explanation:
To record the journal entry to write off the uncollectible account according to the direct write-off method, we have to use bad dad expanse instead of an allowance account.
December 31 Bad Debt Expense Debit $1,200
Account receivable - Acme, Inc. Credit $1,200
Note: As the company did not get the money from the Acme, Inc., They treated the expense as irrecoverable.
Answer:
D, are probably not engaged in intense competitive rivalry
Explanation:
A competitive analysis framework or framework of competitive analysis can be said to be an analysis model that is used to examine a competitor market structure. This in turn helps you to properly prepare or structure your market analysis.
There are about 5 competitive analysis frameworks. They include SWOT(strength Weakness Opportunity Threats), Porter's five forces, Strategic group analysis, growth share matrix, perceptual mapping.
In the case of Rapid-Built Homes and ModMod, they are not exactly involved in intense competitive rivalry because while Rapid-Built homes is a developed by real estate speculators, ModMod is a side business for two architecture professors. This means that selling of housing units by Rapid-Builts is the source of main income for the company while for ModMod, is it not the main source of income for the professors.
Cheers
Answer:
Supply equals demand
Explanation:
Equilibrium is a situation which occurs when there is a balance between quantity demanded and quantity supplied.
Answer:
The answer is "True".
Explanation:
Please find the complete question in the attached file.
It implies that its price of the bond is 101-16, which is to say
Each bond is thus stated as 
face value
That's why this statement is true.
Answer: 0.143
Explanation:
Given the following :
Average package weight(m) = 1.9kg
Standard deviation(sd) = 1.4kg
Upper Tolerance Limit (UTL) = 2.5kg
Lower Tolerance limit (LTL) = 1.1kg
Cpk = min[( average weight -Lower Tolerance Limit / 3 (standard deviation) , (UTL- average weight / 3(Standard Deviation)]
Cpk = min[( 1.9 - 1.1 / 3 (1.4)) , (2.5 - 1.9 / 3(1.4))]
Cpk = min[(0.8 / 4.2), (0.6 / 4.2)]
Cpk = min[0.190, 0.143])
Hence,
Process capability index = 0.143
