Answer:
A quince (KEENsay), as the party is called, announces to the community that a girl is ready for greater responsibilities and privileges, said Father Jerry Woodman, the priest at St. Phillip Catholic church in Woodland.
Explanation:
You welcome
Answer:
The position states a point of view that disagrees with Aristotle's.
Explanation:
The position, or claim, is a statement that contains how the writers feels on the topic, not an introduction to the topic itself, so the first answer is incorrect and can be eliminated.
The introduction begins with presenting Aristotle's point of view on having many friends; however, this isn't the writer's view, as they claim that Aristotle's point isn't valid in sentence 3. Since there is a position present <em>and</em><em> </em>it disagrees with Aristotle's, the second and fifth answers are incorrect and the third answer, being the opposite of the second, is correct.
The writer simply asserts that it is possible to have a large number of true friends, but doesn't present any reasons why this is true (extroverts are better at making friends, one simply needs to put a little more work into their friendships, etc.). Therefore, the fourth answer is incorrect.
<span>After a thorough research, there exists a similar question with the following choices:
</span>A. Climax
B. Falling action
C. Resolution
D. Exposition.
<span>
The last part of the Beowulf excerpt recounts how Grendel flees into the darkness after suffering a fatal wound from Beowulf. That part of Freytag's pyramid best fits in the section of the story is would be (B) Falling Action</span>
It should only address one because you need three main ideas and three body paragraphs
Answer: 0.9765
Explanation:
The cumulative distribution function for exponential distribution for random variable x is given by :-
, where 
is the mean of the distribution .
Given : On average, 5 customers arrive at the drive-up window of a fast-food restaurant every 4 minutes during the lunch hour.
Then 
Now, the probability that the next customer will arrive within three minutes :-
Hence, the probability that the next customer will arrive within three minutes = 0.9765
