Well, you can analyze the poem any way you want, poetry is open to everyone's interpretation. I believe that when the poet, Elizabeth Barrett Browning, compares love to "childhood's faith," she wants to show the innocence of that love. Children have blind faith in their parents, friends, etc. and can be quite naive, the way her love is as well. However, she can also be talking about the power of her love, because a child's faith is unbreakable - it is so strong, just as much as her love. Hope this helps!
Answer:
Food and bottles brought in by person can be easily put away when they arrive.
It can be considered as Greek mythology.
Hello. You have not submitted the points to which the question refers, which makes it impossible for that question to be answered. However, I will try to help you in the best possible way.
To solve a problem using the Pythagorean theorem, you must keep in mind that the Pythagorean theorem is a mathematical expression used to represent the sides of a right triangle. In this case, the theorem considers that the largest side of the triangle is called a hypotenuse and the smaller sides are called catheters.
In this case, the Pythagorean theorem believes that the square of the hypotenuse is equal to the sum of the sides and this can be expressed mathematically as a² = b² + c².
In this case, to answer your question, you must identify a triangle at the points to which you want to find the distance, identify the hypotenuse and use the formula above, to find the answer.
<em>"John Redding Goes to Sea" </em>is a short story written by the American author Zora Neale Hurston and published in 1921. In the story, the protagonist John Redding is an ambitious dreamer who wants to leave his hometown to explore the unknown but many events stop him to fulfill his dream.
The statement that best supports the idea that the author was an independent woman who longed to escap her small hometown is the following:
<em> "Pa, when ah gets as big as you Ah'm goin' farther than them ships. Ah'm goin' to where the sky touches the ground."</em>
