There is not enough information to have a significant answer
Answer:
A buyer would be willing to pay at most $24,000.
Explanation:
There is a 40% chance of getting low quality cars.
Value of high quality car is $30,000.
Value of low quality car is $15,000.
Price of car that buyer will be willing to pay
=40% of lower quality+60% of higher quality
=40% of $15,000+60% of $30,000
=0.4*15,000+0.6*30,000
=$6,000+$18,000
=$24,000
So, the buyers will be willing to pay a maximum value of $24,000.
The evaluating alternatives part of the decision-making process!
Answer:
The correct answer is the first option: Because of our limited incomes conflicting with our insatiable wants for goods and services.
Explanation:
To begin with, in the microeconomics theory, the individuals agents that are the consumers are all the time trying to satisfy their needs due to the fact that there is an unlimited desire for goods and services that keep continue to grow all the time and that conflicts with the fact that most of the people have only few and limited resources to get the necessary income to obtain all of those goods and services. That is why that the consumers always look for the way to maximize their satisfaction according to the available income that they have with the purpose to spend it on those goods and services.
Answer:
It is observed that the value of test statistics (19.168) is greater than the critical value (13.277), thus the rejected hypothesis, H₀ at α = 0.01.
There is enough evidence to conclude or deduce that sales were the same for all locations
Explanation:
Solution
Given that:
Object: Test whether the sales were the same for all locations by applying 1% significance level.
The Null Hypothesis H₀ : Sales were the same for all locations
E₁ = 70 +75 +70+ 50 + 35/5 = 60
The Alternative Hypothesis Hₐ : Sales were not the same for all locations
Now,
The decision rule:
the Level of Significance be α = 0.01
Degrees of freedom is df= Number of categories -1
=5-1 = 4
Note: Kindly find an attached copy of part of the work solution of this given question
