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Galina-37 [17]
3 years ago
13

Why does the dough get divided into two pieces

English
1 answer:
PilotLPTM [1.2K]3 years ago
7 0
Idk why? Oh is his a riddle or no?
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2. Wordsworth’s “I Wandered Lonely as a Cloud” and “To a Butterfly” and Coleridge’s “Sonnet to the River Otter” and “Lines to a
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In “I Wandered Lonely as a Cloud”, Flowers are spring flowers and Wordsworth uses them as a physical thing that refers to an idea or emotion for youth. It is romanticized but in old age the mind dwells mostly in the past, which the poet does at the end of the poem. Although on the nature of the poem it is in reality about growing old and having memories of youth.

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Fill in the blank with the correct word from the text: I am that merry wanderer of the night. I ________ to Oberon and make him
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Answer: : I am that merry wanderer of the night. I <u>jest </u>to Oberon and make him smile When I a fat and bean-fed horse beguile, Neighing in likeness of a filly foal.

Explanation:

This is an excerpt from Shakespeare's play, <em>A Midsummer Night's Dream. </em>The play is about the marriage of Theseus, who is the Duke of Athens, and Hippolyta, as well as the events connected to it.

These lines are uttered by a jester, Robin, in Act 2 Scene 1 . His character is based on Puck, a figure from Elizabethan folklore, who plays with people by pulling tricks on them. In this excerpt, Robin describes himself and his tricks to the Fairy. He explains how he 'jests' to Oberon, which means that he makes jokes. He claims that he is able to make a horse believe that he is a female horse.

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Match the description to the term
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when two or more arithmetic means are inserted between two arithmetic sequence extreme how are they computed​
kupik [55]

Answer:

The answer is below

Explanation:

Given that we need to have two or more arithmetic means inserted between two arithmetic extremes, then we have

d= (an - ak) ÷ ( n - k)

For Example: What are the three arithmetic means of the arithmetic extremes 8 and 16, then a1= 12, and a5= 20?

First we use the formula:

d= (an - ak) ÷ (n - k)

= (20 - 12 ) ÷ (5 - 1)

=> (8) ÷ (4) = 2

Our common difference is 2.

Then we can simply:

a5 = 20

a4 = 20 - 2(1) = 18

a3 = 20 - 2(2) = 16

a2 = 20 - 2(3) = 14

a1 = 20 - 2(4) = 12

Now we have our arithmetic sequence 12, 14, 16, 18, 20

Therefore the three arithmetic means of the arithmetic extremes 12 and 20 ==> 14, 16 and 18.

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