Formula to find volume of only cylindrical part of the solid excluding the circular ends
To find the volume of only the cylindrical part of a solid, excluding the circular ends, you can use the following formula:
Volume = π * r^2 * h
where:
- π is the mathematical constant, approximately equal to 3.14159
- r is the radius of the cylindrical part
- h is the height of the cylindrical part
This formula calculates the volume of a cylinder (including the circular ends), and by excluding the circular ends, we effectively remove the additional volume contributed by the ends.
The formula to find the volume of only the cylindrical part of a solid, excluding the circular ends, is given by:
V = π * r² * h
where:
V represents the volume,
π is a mathematical constant approximately equal to 3.14,
r represents the radius of the circular base of the cylinder, and
h represents the height of the cylindrical part.
In this case, we are excluding the circular ends, so the calculation only considers the cylindrical portion of the solid.
To find the volume of only the cylindrical part of a solid excluding the circular ends, you can follow these steps:
1. First, measure the height or length (h) of the cylindrical part.
2. Measure the radius (r) of the circular ends.
3. Calculate the volume of the entire cylindrical solid using the formula V = πr^2h.
4. Calculate the volume of the circular ends using the formula V = πr^2.
5. Subtract the volume of the circular ends from the volume of the entire cylindrical solid to get the volume of only the cylindrical part.
Formula to find the volume of only the cylindrical part (Vc):
Vc = V - Vcircular_ends
Where:
V = πr^2h (Volume of the entire cylindrical solid)
Vcircular_ends = πr^2 (Volume of the circular ends)
By using this formula, you can easily find the volume of just the cylindrical part of a solid, excluding the circular ends.