On her way home one day, Melba is savagely attacked by an irate white man who tries to rape her. He's angry at the landmark decision of the US Supreme Court in Brown v. Board of Education (1954), which ruled that school segregation was unconstitutional. Fortunately, Marissa is one hand to help. She hits the man over the head with her book bag and tells Melba to run.
Marissa's actions are somewhat surprising. At school, she has a deserved reputation as a bully. In fact, she bullies Melba on a regular basis, forcing her to give up food and money—despite her father being a well-to-do minister. But here she shows no hesitation in saving Melba from a terrifying ordeal. No explicit reasons are given, but it's more than likely that Marissa intervened because she didn't want to see someone from her own community become the victim of an act of racial and sexual aggression.
Tuesday, October 23, 2012
Why did Marissa help Melba when she was attacked by the man in the field?
Subscribe to:
Post Comments (Atom)
Why is the fact that the Americans are helping the Russians important?
In the late author Tom Clancy’s first novel, The Hunt for Red October, the assistance rendered to the Russians by the United States is impor...
-
Friar Lawrence plays a significant role in Romeo and Juliet's fate and is responsible not only for secretly marrying the two lovers but ...
-
Resourceful: Phileas Fogg doesn't let unexpected obstacles deter him. For example, when the railroad tracks all of a sudden end in India...
-
Pablo Neruda's "Ode to My Socks" is full of figurative language, including similes and metaphors. Similes are figurative compa...
-
In the late author Tom Clancy’s first novel, The Hunt for Red October, the assistance rendered to the Russians by the United States is impor...
-
At the beginning of the Victorian period, science was generally in accord with religion, and the study of nature was conducted in such a way...
-
Touching Spirit Bear by Ben Mikaelsen is a coming-of-age story about a young man named Cole who undergoes a healing treatment on a deserted ...
-
Evaluate $\displaystyle \int x^2 \cos mx dx$ by using Integration by parts. If we let $u = x^2$ and $dv = \cos mx dx$, then $d...
No comments:
Post a Comment