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maw [93]
1 year ago
8

california, as a means to protect its environment, passes a law to ban a certain substance manufactured in kansas by xyz corpora

tion. xyz corporation can challenge california’s legislation as a violation of the
Business
1 answer:
Svetllana [295]1 year ago
3 0

The XYZ corporation may sue California for violating the dormant commerce clause. prohibits states from enacting legislation that significantly impedes interstate commerce.

<h3>What is interstate commerce?</h3>
  • Interstate commerce refers to the transacting or transportation of goods, services, or money across state lines.
  • Federal courts, for example, have considered cattle crossing a state line while grazing and the movement of pollutants across state lines to be interstate commerce in order to uphold Congress' regulatory jurisdiction.
  • In the United States, interstate commerce refers to any commercial transactions or traffic that cross state lines or involve more than one state.
  • The Interstate Commerce Act of 1887 is a federal law of the United States that was enacted to regulate the railroad industry, specifically its monopolistic practices.
  • The Act required railroad rates to be "reasonable and just," but it did not give the government the authority to set specific rates.

To learn more about interstate commerce, refer to:

brainly.com/question/4656005

#SPJ4

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You are considering buying one of two types of health insurance, both with the same premium. You guess that in the next year the
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Answer and Explanation:

The computation is shown below:

a. The expected value of payout arise from emergency is

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When a government collects more revenue in one year than it spends, there is a budget?
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3 years ago
To manufacture 3,000 pairs of sandals in a week, a firm can use 3,600 workers and 135 machines or 270 machines and 3,300 workers
Nutka1998 [239]

Answer:

3,600 workers and 135 machines is more technically efficient.

Explanation:

a. For 3,600 workers and 135 machines

Worker technical efficiency = 3,600/3,000 = $120%

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Average technical efficiency = (120% + 4.5%) / 2 = 62.25%

b. For 270 machines and 3,300 workers.

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Conclusion

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