Answer:
(C) It unfolds in a few brief scenes that show readers why the merchant’s wife continues to believe in their son’s capacity to learn and grow.
Explanation:
"All for a Paisa" is a riddle presented in a folklore story with slightly varied versions in different regions and societies.
"Paisa" in the Indian sub-continent means hundredth part of a rupee. It is somewhat like to penny, hence very small/negligible amount of money.
A summary of one of the versions of the story is as follows;
A merchant is unwilling to marry his son because he does not believe in the intelligence and abilities of his son. His wife however speaks favorably about their son, and succeeds in getting a chance for his son from his husband. The merchant in order to test his son's intelligence and capacity to learn gives him one paisa to and asks for buying with this something to eat, something to drink, something to chew, something to plant in a garden, and something as food for the cow. The son by the advice of iron-smith's daughter buys a watermelon which fulfills all the requirements. His father is impressed even after knowing the truth about iron-smith daughter's helping his son. He arranges his son's marriage with that girl.
Option C is correct because the story has few brief scenes.
Option A is incorrect because son's mother thinks very positive about his son's abilities.
Option B is incorrect because the story is not one extended description of just merchant's views.
Option D is incorrect because although merchant's son has average intelligence, but his willingness to go and buy such a thing and his unhappy expression are a sign that he is willing and able to learn.
Answer:
meme mexicano
Explanation:
yes en inglés sombrero taco ñ
Answer:
Theodore Taylor, the son of Mr. and Mrs. Taylor, of Dallas, Taxas. He is now a medicine student at Harvard University in Boston, Massachusetts, USA. His plan for the future is to be a doctor in Lusaka, Zambia, in Africa.
This, on the other hand, is a big, interesting book. Native English<span>-speakers intuitively know what order to put words in, but this is hard to teach to those </span>learning<span> the language. The difference between the right and wrong order is so subtle that it's hard to explain beyond simply saying that it “just sounds right” I find it simple but we all have our own opinions..</span>
The answer is "informal"
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~10008022
