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NNADVOKAT [17]
3 years ago
15

Prior to the discovery of atmospheric pressure, the operation of siphons was explained by the principle that:

Advanced Placement (AP)
1 answer:
anyanavicka [17]3 years ago
5 0

Answer:

The right approach is "Nature abhors a vacuum."

Explanation:

  • A siphon operates whenever the gravity pushing down the larger column allows the weight upon that edge of something like the siphon to decrease.
  • Whenever fluid grows deeper throughout the pool, pressure upon that contained temperature rises or increases, and perhaps the liquid gets outside the trap's deep midwicket.

Above there is indeed the perfect method.

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Social institutions fail to influence the conduct of individuals seeking monetary success. This causes a state of normlessness,
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Anomie is a state of normlessness.

Explanation:

Anomie pertains to a <em><u>social condition where a particular society no longer observes the norms, rules, and values previously present in the said social institution. </u></em>It is a state of normlessness. Emile Durkheim, a sociologist, was the first person who coined this term. Anomie happens when there are drastic changes in society.

In the scenario given in the question, social norms can no longer affect the behavior/conduct of a person preoccupied with monetary success. In previous times, moral conduct is an essential and integrative trait necessary to be well-accepted in society. But, a lot has happened: technological advancement, lifestyle goals, and career aspirations. These ambitions drive people to value money more than conduct.

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A niche is part of an organism's habitat.
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Explanation:

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3 years ago
Need Assistance With This​
vaieri [72.5K]

Answer:

If the question is (2/3x) = -10,

x = -(1/15) = - 0.06667

The check is presented under the explanation below

If the correct question is (2/3)x = -10,

x = -15

The check is presented under the explanation below

Explanation:

If the question is rightly written as it is in the attached document,

(2/3x) = -10

We can cross multiply and obtain

2 = -10 × 3x

-30x = 2

x = -(2/30) = -(1/15) = - 0.06667

To check

(2/3x) = -10,

(2 ÷ 3x) = -10

2 ÷ 3(-1/15) = 2 ÷ (-1/5) = 2 ÷ (-0.2) = -10 (Correct!)

If the correct question is

(2/3)x = -10

Divide both sides by (2/3)

x = -10 ÷ (2/3)

x = -10 × (3/2)

x = -15

To check

(2/3)x = -10

If x = -15

(2/3) × (-15) = -10 (Correct!)

Hope this Helps!!!

6 0
3 years ago
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