Friday's traits which Crusoe find admirable is:
A. His gratefulness, as shown when Crusoe saves his life.
After rescuing one of the Natives of the Island, Crusoe starts to converse with him so that he can know about him and his native people. He named him Friday and started making strategies through which he can teach him the way of living. He taught him to speak some words of English, the way to clothe oneself, the eating habits and to call him his ‘master.’ Crusoe noticed that it was easy for him to educate Friday through religious patterns. He tells him about God and his creations with whom Friday easily related his own deity Benamuckee.
Answer:
2. Macbeth wishes Banquo was there because he is seeing his bloody ghost.
Explanation:
The quote shown in the question above is an example of dramatic irony. Dramatic irony occurs when the reader comes up with something the characters (or some characters) don't know. In the quote shown above, we can see the moment when Macbeth talks about Banquo and how he misses him. however, only the public and Macbeth himself know that Banquo's ghost is present at the dinner to haunt Macbeth, his murderer.
"Macbeth" is a play written by Shakespeare and tells the story of how Macbeth, after killing the king and usurping the kingdom, is haunted by his own sins.
Answer:
The pirates said they would maroon us on an island if we tried to fight them.
Explanation:
the pirates and forcing them to stay they are unable to leave because they will most likely have there heads
Answer:
is the circles area.
Explanation:
<em>Before we answer the math problem, let's examine what we know so far.</em>
![\left[\begin{array}{cc}raidus =14miles\\Diameter = 28miles\\circumference = 87.92 miles\end{array}\right]](https://tex.z-dn.net/?f=%5Cleft%5B%5Cbegin%7Barray%7D%7Bcc%7Draidus%20%3D14miles%5C%5CDiameter%20%3D%2028miles%5C%5Ccircumference%09%3D%20%2087.92%20miles%5Cend%7Barray%7D%5Cright%5D)
In Terms of Pi π
circumference = 28 π mi
Area = 196 mi^2
- <em>How I found the </em><em>diameter</em><em> ( R stands for Radius )</em>
- <em>How I found the </em><em>circumference</em>
<em>( The circules area )</em>
So, is the circles area.
Hope this helps! :D
