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yuradex [85]
4 years ago
6

Nation states mostly use constitutions to

Social Studies
2 answers:
9966 [12]4 years ago
7 0
I believe to keep their nation in control and to make laws for their people to follow
erastovalidia [21]4 years ago
5 0
I believe to keep their nation in control and to make laws for their people to follow 



I DONT KNOW WAT IM SAYING 
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According to Fiedler, a leader's style doesn't change; therefore, if there is a mismatch between a situation and the leader who
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He also suggested that it would be better if the organization moves the individual to a better circumstance instead of changing his/her leadership style.

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When you hear an emergency vehicle approaching, yield the ________of way and immediately move to the right edge of the roadway.
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A designer of vegetable cans wants to redesign the cans by enlarging the area of the base to twice the original size. The new ca
Ann [662]

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:

  • <em>V= π*r^2*h</em>

Where:

r= base radius

h= height.

You should keep in mind that the area of the base is equal to:

  • <em>A= π*r^2</em>

Therefore the volume formula could be:

  • <em>V= A*h</em>

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:

  • 100cm^3= 12.5cm^2 * h

Height is cleared to calculate:

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Now if we double the area (that is 25 cm^2) but the volume is maintained, we have:

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In the two different height values <u>you can identify that by doubling the area, the height was reduced by half</u>.

4 0
3 years ago
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