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Tamiku [17]
2 years ago
10

How has the development of clean water NEGATIVELY affected modern civilization? increased transmission of hormone-activating com

pounds altered immunological environment reduced fecal transmission of bacteria resulting in missing microbiota decreased amounts of important trace minerals
Social Studies
1 answer:
slavikrds [6]2 years ago
8 0

Answer:

The best answer from the list of choices, to the question: How has the development of clean water NEGATIVELY affected modern civilization, would be: Reduced fecal transmission of bacteria resulting in missing microbiota.

Explanation:

The fight of human beings to achieve the goal of getting pure water, instead of water polluted by different factors that affected its quality, has been one that has taken ages. Since the earliest human settlements, to today, mankind has sought to find, conduce, and purify water from any harming elements that might affect the population´s health. Although in general the achievement in the 19th century, of finally purifying water, accomplished the development of human civilizations and reduced the risk of major public health issues, it also caused a problem; by fighting to reduce the presence of bacteria that reached the water sources from fecal matter, many of which are part of the normal microbiota in human intestines, man achieved the elimination of part of this normal microbiota, which has also led to certain inbalances in the gastrointestinal systems.

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Explanation:

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The formula used is to divide 72 between the interest rate paid by the investment. The result is the number of years in which the capital invested will double.

It is important to mention that at the interest rate or return on your investment you must subtract the inflation. For example, if the annual rate of return is 15%, and inflation is 5% per year, your net rate is 10%.

For example, if you have an investment of $ 10,000 in a mutual fund, which pays you 10% per year. If you calculate 72/10, you will see that your investment will double in 7.2 years.

Now, if there is an annual inflation of 2%, the calculation should be 72 / (10-2), with which the investment will double in 9 years.

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Answer

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