My question is how to solve a solution set that are inequalities with two variables.
1 answer:
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The volume of a given cylinder is directly proportional to its height.
When determining the volume of a cylinder, we take;
= Base Area(BA) of the cylinder * Height of the cylinder
This automatically proves that when the BA and Height of a particular cylinder is high, the results of its volume is also high.
<em>From the above statement, it is very correct to state that the </em><em>Height of a cylinder</em><em> is directly proportional to the </em><em>volume of a cylinder.</em>
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It is also correct to state that the BA of a cylinder is directly proportional to the volume.
<u>Consider the image of the cylinder attached.</u>
Assuming we were to calculate the volume of water from different heights of the cylinder, for example;
Height1= 15 cm
Height2=10 cm
Radius=9 cm
V=
The volume of the different heights will be;
Height1= *
* 15= 3, 818. 57
Height2= *
* 10= 2, 545. 71
Hence the bigger height will result to bigger volume.
To find more on volume of cylinder, look into:
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