I need to make a speech about water can I have some help

1 answer:

6 0

Water;the most important thing on earth, we use it to survive. Though there is not much of it to drink, there is a bunch of salt water. If we do not have water we will die. ( please don’t use this, it’s late and I wanna help so just use the idea, not the paragraph)

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Explanation:

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Section 1 - Question 5

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The impact that Hawthorne's choice of setting has on the story is A. A Puritan village in Salem, Massachusetts, on the edge of a gloomy, dreary forest is the best backdrop for a story about witchcraft.

<h3>What is settings?</h3>

Settings in literature simply means the place where the literary work took place.

In this case, the Puritan village in Salem, Massachusetts, on the edge of a gloomy, dreary forest is the best backdrop for a story about witchcraft. This is important for the plot in the story.

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Read this excerpt from "Birdfoot's Grampa.”

MissTica

Answer:

The answer is C

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11Alexandr11 [23.1K]

What is paragraph 6 of where does it come from?

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If the full question is A convenience store sells two brands of orange juice. Brand A contains 8 fluid ounces and costs $1.28. B

kolezko [41]

Answer:
________________________________________________________
"Brand B" costs 2 cents more per fluid ounce than "Brand A". <u><em>and</em>:</u>

"Brand A" costs 2 cents less per fluid ounce than "Brand B" .
________________________________________________________
Explanation:
_________________________________________________
Start with "Brand A" :
_________________________________________________
$ 1.28 / (8 fl. oz) = 1.28 ÷ 8 = 4/5 = $0.16 / fl. oz. ;

[ $0.16 per fluid ounce ] .
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Now, "Brand B" :
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$ 1.68 / (12 fl. oz.) = 7/50 = $0.14 / fl. oz.

[ $0.16 per fluid ounce]
__________________________________________________

So, "Brand B" costs more, per fl. oz., than "Brand A".
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"Brand B" costs: 16 cents per fl. oz.

"Brand A" costs: 14 cents per fl. oz.
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16 cents <span> − 14 cents = 2 cents .
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So,

"Brand B" costs 2 cents more per fluid ounce than "Brand A". and:

"Brand A" costs 2 cents less per fluid ounce than "Brand B" .
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