A. canon of medicine because i read about it
Answer:
Lou's argument at the bottom of page 3 shows that:
Lou wanted to avoid the hard work that would be required in cultivating the land. That was why he suggested that it should be sold as their neighbors were doing.
His argument, however, was rejected totally by Alexandra who understood that in patiently cultivating the land and by dint of hard work, true and satisfying profits would be amassed.
Explanation:
Willa Cather wrote "O Pioneers!" in 1913 to extol "the strength and everlasting nature of the land and the ugly and destructive nature of jealousy." Therefore, "O Pioneers!" chronicled the lives and experiences of the Bergsons who immigrated from Sweden to Nebraska, US. At first, their father acquired a massive parcel of land for farming and started cultivating it to sustain the family of Alexandra, Oscar, Lou, Emily, and their mother. When he died, Alexandra dexterously turned the cultivation of the land into a lucrative business that sustained and enriched the family thereafter.
The correct answer among the choices is the third option. The conflict that was presented in the story is man vs. society. There was a conflict between the African traditional lifestyle and the way the colonizers view them. It was also emphasized in the story that there was a need to merge the two cultures.
B. Casey is upset by the townspeople’s anger.
The townspeople being
angry at Casey never quite subsides throughout the majority of the poem.
In fact, it makes its presence known even toward the end of the poem as
Casey comes up to bat in the ninth inning as is evidenced by “A dismal
groan in chorus came; a scowl was on each face |When Casey walked up,
bat in hand, and slowly took his place.” And, readers can tell he is
upset at this in the lines that ensue: “His bloodshot eyes in fury
gleamed, his teeth were clenched in hate; | He gave his cap a vicious
hook and pounded on the plate.”
Answer:
A Venn diagram, also called primary diagram, set diagram or logic diagram, is a diagram that shows all possible logical relations between a finite collection of different sets. These diagrams depict elements as points in the plane, and sets as regions inside closed curves.
