The increase in demand led to an increase in Price
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Cyrus the Great became the undisputed Persian ruler in 554 B.C.
Explanation:
Cyrus the Great is one of the greatest rulers of Persia and is responsible for the formation of the borders of the historical Iranian region and also was responsible for the foundation of the first Persian empire.
He was an incredibly forward thinking ruler who made a codified law in his domains and unified the country under his rule and conquered new territory where he followed a liberal rule.
The people in his dominion were free to practice their religion and propagate it and only had to follow the codified rules that were universal.
Answer:
In that particular case, Megan's classmates were negatively reinforcing that task that she was assigned to perform. Blaming her for being the teacher's pet and a goody-goody, all these actions will take her to avoid the responsibility of taking care of the class in the case of the teacher's absence. The correct answer to this multiple-choice question is the <u>option a.</u>
<span>The correct answer is option B Silent Spring. </span>The <span>book that brought the public's attention to damage caused by pollution in the early 1960 is the Silent Spring. It</span> was published in the early 1960s. The book explained the environmental damage caused by widespread use of pesticides. This book introduced the public to the idea that nature is vulnerable to human activity.
Answer:
The answer to the question is below:
If the designer of vegetable cans wants to double the area of the base of his new can but keep the same amount of content (i.e. the same volume), <u>what he should do with height is to reduce it by half</u>.
Explanation:
We will perform the appropriate mathematical process so you can see the change in the design of the can:
1. Suppose the can is cylindrical, since the vast majority of cans are, the volume formula that applies to a cylinder is:
Where:
r= base radius
h= height.
You should keep in mind that the area of the base is equal to:
Therefore the volume formula could be:
We will provide a value of the volume (or the amount of product contained in the can) which will be 100 cm^3 in international units. If at the same time we assume that the area of the cylinder base is 12.5 cm^2, the formula would be:
Height is cleared to calculate:
- h= 100cm^3 / 12.5cm^2
- <u>h= 8 cm</u>
Now if we double the area (that is 25 cm^2) but the volume is maintained, we have:
- h= 100cm^3 / 25cm^2
- <u>h= 4 cm</u>
In the two different height values <u>you can identify that by doubling the area, the height was reduced by half</u>.