<span>Adding a machine to the factory and producing another car would be the choices that decision makers could use marginal analysis to make effective decisions.</span>
Managers usually make decisions without all the necessary information because they are not aware of the alternatives that they've and aren't able to predict the consequences of the decision.
- In management, decision-making is vital. Decision-making is important in the planning process. During planning, the manager decides on the goals that an organization wants to pursue.
- In certain cases, a manager may not have all the required information regarding a particular issue but despite that still makes such decisions. Also, there are some decisions that require urgent attention, and delaying such decisions can further complicate such issues.
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W3c which stands for (<span>The World Wide Web Consortium ) </span>developed a certain standard that could be used if we wanted to create a website. Without w3c, we will not get the information needed on how to ensure the long-term growth of the web, and the web will most likely to face several technical issues that drive visitors away.
Answer:
Ratio values cannot be judged in isolation. For example, the Phone Corporation's ratios calculated previously have no industry benchmarks against which they can be compared. The ratios for competitor can also be used for comparison. Again, the ratios were calculated for only one period in each case. There should be a trend analysis and computation of ratios over some years in order to assess their strengths and weaknesses.
Overall, they do not look strong. But, one should not be too quick to conclude on this issue.
Explanation:
Ratio analysis is a technical method of gaining insight into a company's liquidity, operational efficiency, and profitability by comparing the elements of its financial statements such as the balance sheet and income statement. While ratio analysis is a cornerstone of fundamental equity analysis, it must be noted that the values produced are just relative measures which cannot be meaningful without being related to some benchmarks or compared over a number of years.
Answer:
the percentage in which the price of the dozen eggs rise is 89.58% or 90%
Explanation:
The computation of the percentage in which the price of the dozen eggs rise is shown below;
Percentage Change in Dozens egg price is
= (Price in 2017 - Price in 2000) ÷ Price in 2000 × 100
= ($1.82 - $0.96) ÷ $0.96 × 100
= 89.58% or 90%
Hence, the percentage in which the price of the dozen eggs rise is 89.58% or 90%
