The first part when he says he "shall meet my fate" could allude to a choice of joining. This could allude to an acceptance of fate sort of standard and that he made his decision. Another is the last two lines when he says "Nor law... nor cheering crowds." This quotation shows that the government, the duty to his country, the men around him, and those at home cheering them on did not persuade him to fight. In the second last line this is known when he states "nor law nor duty bade me fight".
The option best explains this excerpt's role in the problem-and-solution structure of the passage is A. The excerpt presents the solution to the overarching problem in the passage. Problem and solution is a pattern of the organization expressed as a dilemma or concerning issue and something that was done to remedy this issue or attempted solutions. Notes of a Native Son is a non-fiction book by James Baldwin. It was his first non-fiction book and was published in 1955.
Answer:
A. Women often carry their purses on their shoulders.
Explanation:
I could find nothing wrong with sentence 'A', however in sentence 'B', "always hides" should be replaced with, "always hide" and in sentence 'C', "tourists rarely visits" should be, "tourists rarely visit".
Keywords:
ela, language, arts, verb, subject, agreement
Hope this helped. (:
D
Answer: price of a large van = $35000
price of a small van = $30000
Explanation:
Let the price of a large van = x
Let the price of a small van = y
Since A receives 5 large vans and 2 small vans for a total cost of $235,000. Location B receives 2 large vans and 3
small vans for a total cost of $160,000. This can be written as:
5x + 2y = 235000 ........ i
2x + 3y = 160000 ........ ii
Multiply equation i by 2
Multiply equation ii by 5
10x + 4y = 470000 ..... iii
10x + 15y = 800000 ..... iv
Subtract iii from iv
11y = 330,000
y = 330000/11.
y = 30,000
From equation I,
5x + 2y = 235000
5x + 2(30000) = 235000
5x + 60000 = 235000
5x = 235000 - 60000
5x = 175000
x = 175000 / 5
x = 35000
Therefore, price of a large van = 35000
price of a small van = 30000
