Aright circular cylinder has a radius of 6 inches

Ответ:

starreee

14.01.2022

The Volume of a right circular cylinder is found using the formula:

$V=Area_{base}*Height\\V=\pi r^2*h$

substituting the known values, we have:

$144\pi^2=\pi 6^2*h\\12^2\pi=6^2*h\\h= \frac{12^2\pi}{6^2}= (\frac{12}{6})^2\pi=4\pi$

Thus, the height = 4π ≈ 4*3.14= 12.56 (inches)

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Ответ:

lsutton6501

11.01.2023

Mathematics

So will be

2t +10 > 8t +8

2 > 6t

t < 2/6

t < 1/3

hope this will help you

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Aright circular cylinder has a radius of 6 inches and volume 144\pi^2. what is its height? [

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