<span>The statement about "Microsoft studies correlations between its successful workers and the schools and companies they arrived from, an application of business analytics" is true. The answer is letter B. An example is a paper called Diamonds in the Data Mine by Gary Loveman, the CEO of the Harah's gambling empire. He wanted to know how data-mining software was used to study numerous amounts of casino customer data to target profitable sponsors. So the statement above aids in the recruitment of these sponsors using data-mining software such as microsoft.</span>
Answer:
The correct answer is option d.
Explanation:
An industry is comprised of a large number of small firms.
Because of losses, many firms have left the industry.
This will cause the industry supply to decline.
The industry supply curve will move to the left.
The new supply curve will intersect the demand curve at a higher point.
This leftward shift in the supply curve will cause the equilibrium price to increase and equilibrium quantity to decline.
Answer:
The correct answer is letter "C" and "D": Benchmarking shows the solutions others have found for common problems; Benchmarking allows companies to review their internal processes in an unbiased fashion.
Explanation:
Benchmarking is an analysis that companies make of the best performer in their industries. The objective is to compare the techniques and processes to the top entity to find out which practices can be implemented in the firms to improve their efficiency and effectiveness.
<em>For the comparison to be accurate, the firm must make an unbiased study of its current method of operations. Only then, the firm can review which problems it has in common with the top-industry company and how this corporation overcame the issues.</em>
Answer: Quarterly
Explanation:
Annual interest rate = 4.00%
Effective annual rate = 4.08%
To know if the bank is compounding interest daily or quarterly goes thus:
Effective Annual rate can be calculated using:
= (1+Periodic rate)^number of compounding periods - 1
Therefore, we calculate the daily compounding effective annual rate which will be:
= (1+4%/365)^365 - 1
= (1 + 0.04365)^365 - 1
= 4.08%
For Quarterly EAR, this will be:
= (1+4%/4)^4 - 1
= (1 + 0.04/4)^4 - 1
= 4.06%
Therefore, the a bank is compounding interest Quarterly
