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The formula for the volume of a cylinder is V = ar
Jada has a cylindrical flowerpot. The diameter of the flowerpot is 6 inches.
The volume of the pot is 170 cubic inches. To the nearest tenth of an inch,
what is the height of the flowerpot? Use 3.14 for a

Respuesta :

agearhart03

Answer:

56.7 inches

Step-by-step explanation:

We have the diameter of the flower pot and the volume. Let's find the radius first so we can find the height. The radius is half the diameter, so we can solve for it like this:

Equation: d = 2r

Replace: 6 = 2r

Divide: 3 = r

Now, in order to find the height of the flower pot, we need to use V = rh, with r being the radius and h being the height. Plug in what you know and solve like this:

Equation: V = rh

Replace: 170 = 3h

Divide: 56.66... = h

Round: 56.66... → 56.7

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