Given:
Height of Cylinder = 8 in
Volume of the cylinder = 628 in³
pi = 3.14
To Find:
Diameter of a Cylinder = ?
Solution:
We know that
[tex]\textrm{Volume of a Cylinder}=\pi (Radius)^{2}\times Height[/tex]
Substituting the given values in formula we get
Answer:
Diameter of a Cylinder is 10 in.
Step-by-step explanation:
[tex]628=3.14\times (Radius)^{2}\times 8\\\\\therefore (Radius)^{2}=\frac{628}{3.14\times 8}=25\\ \\\therefore (Radius)^{2}=25\\Square\ Rooting\ we\ get\\Radius=\sqrt{25}=5\ in[/tex]
Now Diameter is Twice of Radius
[tex]Diameter =2\times Radius = 2\times 5=10\ in\\\\\therefore Diameter =10\ in[/tex]
Diameter of a Cylinder is 10 in.
