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WINSTONCH [101]
3 years ago
13

The defense may present evidence in an adjudicatory hearing. True or False

Social Studies
1 answer:
Aleks [24]3 years ago
6 0
The defense may present evidence in an adjudicatory hearing.
This statement is false

Hope this helps
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Great Britain and France officially declared war on Germany on September 1, 1939 when ________.
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Answer:

Germany invaded Poland.

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3 years ago
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In classical conditioning, the conditioned stimulus naturally triggers a response. is a naturally occurring response. is initial
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Answer:

Is initially neutral, and then comes to trigger a response.

Explanation:

In classical conditioning the conditioned stimulus is a previously neutral stimulus which gradually comes to cause a conditioned response after being associated with the unconditioned stimulus. Classical conditioning is a type of learning in which a conditioned stimulus is combined with an unrelated unconditioned stimulus to elicit a behavioral response known as a conditioned response. A response occurs with more regularity in a well-specified, stable environment. One of the key components of conditioning is a conditioned environment.

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32c. What was the biggest impact Jews had on the colony of Georgia? *
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As of 2017, Georgia's Jewish population was approximately 128,520 people.

Explanation:

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3 years ago
Which was the traditional policy of the united states toward foreign powers in latin america?
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It is best known as a Cold War foreign policy of the United States and its allies to prevent the spread of communism. As a component of the Cold War, this policy was a response to a series of moves by the Soviet Union to increase communist influence in Eastern Europe, China, Korea, Africa, Vietnam, and Latin America.

HOPE THIS HELPED!!! XD

3 0
3 years ago
All sages provide both wisdom and inspiration. Since Dashaâs speech contained wisdom and greatly inspired her audience, Dasha is
aksik [14]

Answer:

c. Just because Dasha satisfied two requirements of being a sage doesnât necessarily mean that she satisfies all the requirements of being a sage.

Explanation:

This can be explained by perspective of Western Logic.

Let : Sages = S ; Wise & Inspiring = P

'All sages provide wisdom & inspiration' implies 'All S are P'

But 'All S are P' doesn't necessarily imply 'All P are S'

So : 'All saints are wise & inspiring people' doesn't necessarily imply 'All wise & inspiring people are saints'

Therefore : Dasha, being a wise & inspiring person doesn't garauntee that  she is a saint. Hence, wisdom & inspiration satisfy only two requirements of being a sage doesn't necessarily mean that she satisfies all the requirements of being a sage.

7 0
3 years ago
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