Answer:
Helen Keller's conflict was the want and need to be heard. She explains her frustration with the learning process and her wanting to just be able to express herself as others minus the complication of her illness.
Explanation:
This is a young lady whom was robbed of her sight and hearing at a young age. She was now in this silent, dark prison that she would never be able to escape in her eyes (figuratively speaking). Then along came Anne Sullivan and after years of ups and downs, pain and sorrow, wins and losses; She became a pillar of strength, wisdom, and a humanitarian. All while attending a college associated with Harvard.
This lady became the Epitome of one of the strongest, most influential women in the world.
Answer: The rhyming words link the ideas that the Shepherd spends a lot of time with the sheep and speaks highly of them.
Explanation:
The rhyming words or the two sentences with Rhyme in them are,
<em>From the morn to the evening he stays;</em>
<em>And his tongue shall be filled with praise</em>
The first line shows that the Shepard spends a alot of time with the sheep. He is with them every day for the whole day morning to evening which is a lot of time to spend with his sheep and he does not seem to mind this because his mouth is always filled with praise. When you praise something you speak highly of it. These two rhymes therefore show that the Shepard spends a lot of time with his sheep and speaks highly of them.
Answer:
by observation.
Explanation:
you observe how the character looks, acts, and thinks while reading.
The definition of communal is "Shared by all members of a community; for common use."
I would say that their kitchen <em>is</em> communal because their "community" consists of all the roommates who use the kitchen and contribute to it. If only one person contributed to the kitchen stock, then it would not be communal.
How to calculate median absolute deviation?
Sort the dataset and find the median.
Subtract the median from each data point.
Find the absolute value of each number.
Sort the numbers.
Find the median of the new dataset.
