Yes, Congenial Contexts to some measures do bring about Mobilization, Resignation, Activation, or Complacency.
<h3>What is the study about?</h3>
The study of If Congenial Contexts Lead to Mobilization, Resignation, Activation, or Complacency reveals that;
A person living in a state that is said to be of a political underrepresentation are known to be very likely to be seen pr engage in public forms of actions.
Also the study shows that they did evaluate subgroup analyses to depict the way that contextual association or relationships along with participation are kind of different based on political orientations, e.g. party identification or political interest.
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"Laughing Song" is a lyric poem, written in three stanzas of four- beat lines rhyming aabb. The title in itself states that this is a song about laughter, and the three stanzas give this impression, especially in the final line of the second stanza: "With their sweet round mouths sing 'Ha, Ha, Ha.
Answer:
C. temperature of the engine when the problem occurs
Explanation:
When you are driving the engine of your car gets very hot, if there is a driving problem of your engine, there is no way of knowing what was the engine temperature at the time the problem happened, because you can not measure the temperature without get burned. For this reason, we can state that engine temperature when the problem occurred is not an important factor in diagnosing an engine driveability problem. However, factors such as the type of gasoline used, the brand of engine oil used, and the list of previous repairs are all very important and may indicate what is happening with your car.
Compound inequality involves the combination of multiple inequalities. The sign at the ticket booth does not make sense. It should be written as:
<em>"Guests that are under 3 years old or over 62 years old get free admission!"</em>
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The given statement can be split to two:
- Condition 1: Guests that are under 3 years old.
- Condition 2: Guests that are over 62 years old
When the "and" clause is used in an inequality, it means that both conditions must be true.
But; conditions 1 and 2 are disjoint; i.e. they cannot happen at the same time.
In other words, you cannot be under 3 years old, and be over 62 years old at the same time.
So, we can conclude that this <em>statement does not make sense.</em>
The correction will be to replace the <u>"and" clause </u>with an <u>"or" clause.</u>
So, the new text will be:
<em>"Guests that are under 3 years old or over 62 years old get free admission!"</em>
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Answer:
778300000= 7.783 times 10^8
Explanation:
