Answer:
The part of the plot structure that this excerpt illustrates is:
C. exposition
Explanation:
In literature, exposition is the part of a story in which the author sets the stage for what will happen. It is where the theme, characters, conflicts, setting and/or circumstances are laid out. This is, for obvious reasons, usually placed at the very beginning of the story. The excerpt we are studying here has the opening "once upon a time," which is typical of the beginning of short stories, fables, and fairy tales. However, even if it didn't have such an opening, the excerpt is still introducing the characters and information about them, as well as the existing conflict caused by jealousy.
Exposition - The introduction of the setting and the family of Keesh
Rising Action - Keesh's confrontation of the councilmen in the meeting
Climax - Keesh's return with a hunted bear
Falling Action - Sending of spies to discover Keesh's hunting strategy
Resolution - The people's acceptance of Keesh as a true hunter and not as hunter using witchcraft
Someone highly skilled in one particular area
Hope this helped! Good luck! :)
Logic is a sentence that evaluates arguments, a premise is a statement in an argument that provides reason or support for the conclusion they can be one or many promises in a single argument conclusion is a statement in an argument that indicates of what the arguer is trying to convince the reader or listener.
Answer:
<u>76</u> five-foot people.
Explanation:
Since we have two distinct numbers, let's make an equation.
Let <em>x</em> be the number of these 5-foot people. 380 is the result we want, so let's put it at the end. We want to find out how many of these 5-foot people will reach the top, which means we have to multiply it by a number, <em>x</em>.
Because the numbers are all in feet, we keep them as is without converting them.
Now we have:
Cancel out the <em>x</em> by dividing the 5.
We get:
Divide it, and finally we have:
Therefore, <u>76 five-foot tall</u> people standing on each other's heads will reach the top of Hyperion, a 380-foot tree.
Hope this helps! :)