Answer:
b. 0.67
Explanation:
UCL = 1 + 0.10
= 1.10 inch
LCL = 1 - 0.10
= 0.9 inch
standard deviation = 0.005 inch
mean = 1 inch
Cpk
= min[(UCL - mean)/(3*standard deviation) , (mean - LCL)/(3*standard deviation))]
= min[(1.10 - 1)/(3*0.05) , (1 - 0.9)/(3*0.05))]
= min[0.67 , 0.67]
= 0.67
Therefore, Theprocess capability index (Cpk) if the long-run process mean is 1 inch is 0.67
The four capabilities of a business intelligence can be divided into:
- data presentation
- data analysis
- data ingestion
- data foundation.
<h3>What is a
business intelligence?</h3>
This refers to the technology that allows analyzing of data and delivering of actionable information that can helps executives, managers and workers make informed business decisions.
The system of business intelligence is vital for business because it allows them to have an insight into what their competitors are doing and to allows informed & educated decisions for plans.
The business intelligence would improve Apple's Customer Service function because it helps to gain better understanding of customers. For instance, it help to predict the future buying behavior of a customer.
In conclusion, the system thus increases the overall customer satisfaction by improving interactions with your customers and understanding their needs.
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Answer:
Option (B) is correct.
Explanation:
Wendell's total stockholders' equity increase during the recent year of operation:
= Issued common stock - Cash dividend declared + Net Income - Stock dividend distributed + Sale of treasury stock below cost
= $50,000 - $20,000 + $70,000 - $23,000 + $7,000
= $84,000
Therefore, Wendell's total stockholders' equity increase by $84,000.
Answer:
I'd say B,
Explanation:
becuase you dont need any money to hike and she wants to save it.
The arbitrage profit implied by these prices is $5.24.
<h3>Arbitrage profit</h3>
Given:
Future contract= 1645
Sport gold price = 1592
Risk-free rate (rf) = .03
Hence:
Arbitrage profit=1645-[1592(1+1.03)¹]
Arbitrage profit=1645- 1639.76
Arbitrage profit=1645 =$5.24
Therefore the arbitrage profit implied by these prices is $5.24.
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