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Alinara [238K]
3 years ago
8

A criminal released from prison struggles to remain law-abiding, but feels oddly disoriented and at loose ends in his new free l

ife. Soon he is caught stealing cars and is sent back to prison. Although several things could be said about this chain of events, which explanation would be grounded in Durkheim’s theory of the roots of deviance?
Social Studies
1 answer:
ExtremeBDS [4]3 years ago
4 0

Answer:

The man suffers from anomie.

Explanation:

The change from the highly regulated prison environment to a comparatively free life outside caused the man to suffer from anomie. Anomie explains a form of defiance according to Durkheim's theory where there is conflict and breakdown in societal roles or standard that ought to guide behaviour. This breakdown creates forces that could cause deviance and crime

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When a frozen droplet begins to fall from the cloud, and is pushed back up by the strong updrit of wind and create chunks of ice.

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3 years ago
How did solon contribute to the development of democracy in athens
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3 years ago
Analyze the changing view of depletion of a forest to create wood products in context of GDP.
Inga [223]

Answer:

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Explanation:

With increasing GDP people are becoming more sensitive, and they are now caring for mother earth. Depletion of the forest is no more a problem hence, as architects are now making the colonies as if it is a forest in itself, with greenery all around, and the best example is Apple's new office.

7 0
3 years ago
You invest $200 in a stock that has a 10% chance of a 1% return, a 40% chance of a 4% return and a 50% chance of an 8% return. w
gladu [14]

The expected return on an investment of $200 in a stock at the end of one year will be $11.4.

<h3>What is the expected return?</h3>

The total amount of return that is required by an investor over his class(s) of investments during a particular financial period, is known as the expected return.

The computation of expected return using the given formula will be,

\rm Expected\ Return= 200\ x\ [(0.10\ x\ 0.01)+(0.40\ x\ 0.04)+(0.50\ x\ 0.08)]\\\\\rm Expected\ Return=200\ x\ 0.057\\\\\rm Expected\ Return=\$11.4

Hence, the expected return is as computed above.

Learn more about expected return here:

brainly.com/question/17152687

#SPJ1

6 0
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