Introduction to mean diameter formula:
In mathematics, mean diameter is mainly used for the defining the shape of the circle. The other name given for the mean diameter is known as neutral axis. There are two terms present in the mean diameter. Two terms are called as the inside diameter and the thickness. In this article, we are going to study about mean diameter in detail with some examples problems.
Explanation to Mean Diameter Formula
The explanation to mean diameter formula is given below the following section,
Formula:
1)Mean Diameter:
Mean Diameter = Inside Diameter + Thickness
2)Another Mean Diameter:
Mean Diameter = Outside Diameter - Thickness
3)Mean circumference:
Mean Circumference = Mean Diameter `xx` `Pi`
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Example Problems to Mean Diameter Formula
Problem 1: Find mean diameter for the cylinder, where thickness is 25mm, inside diameter is 650mm.
Solution:
Step 1: Given:
Thickness is 25mm
Inside diameter is 650mm
Step 2:To Find:
Mean Diameter
Step 3: Formula:
Mean Diameter = Inside Diameter + Thickness
Step 4: Solve:
Mean Diameter = Inside Diameter + Thickness
MD = 650 + 25
= 675
Result: Mean Diameter = 675mm.
Problem 2: Find mean diameter for the cylinder, where thickness is 25mm, outside diameter is 650mm.
Solution:
Step 1: Given:
Thickness is 25mm
Outside diameter is 650mm
Step 2:To Find:
Mean Diameter
Step 3: Formula:
Mean Diameter = Outside Diameter - Thickness
Step 4: Solve:
Mean Diameter = Outside Diameter - Thickness
MD = 650 - 25
= 625
Result: Mean Diameter = 625mm.
Problem 3: Find mean circumference for the cylinder, where thickness is 25mm, outside diameter is 650mm.
Solution:
Step 1: Given:
Thickness is 25mm
Outside diameter is 650mm
Step 2:To Find:
Mean Circumference
Step 3: Formula:
Mean Circumference = Mean Diameter `xx`
Step 4: Solve:
Mean Circumference = Mean Diameter `xx`
Mean Diameter = Outside Diameter - Thickness
MD = 650 - 25
= 625
Mean Circumference = Mean Diameter `xx`
MC = 625 `xx` 3.14
= 1962.5
Result: Mean Circumference = 1962.5mm
In mathematics, mean diameter is mainly used for the defining the shape of the circle. The other name given for the mean diameter is known as neutral axis. There are two terms present in the mean diameter. Two terms are called as the inside diameter and the thickness. In this article, we are going to study about mean diameter in detail with some examples problems.
Explanation to Mean Diameter Formula
The explanation to mean diameter formula is given below the following section,
Formula:
1)Mean Diameter:
Mean Diameter = Inside Diameter + Thickness
2)Another Mean Diameter:
Mean Diameter = Outside Diameter - Thickness
3)Mean circumference:
Mean Circumference = Mean Diameter `xx` `Pi`
Please express your views of this topic integer number line by commenting on blog
Example Problems to Mean Diameter Formula
Problem 1: Find mean diameter for the cylinder, where thickness is 25mm, inside diameter is 650mm.
Solution:
Step 1: Given:
Thickness is 25mm
Inside diameter is 650mm
Step 2:To Find:
Mean Diameter
Step 3: Formula:
Mean Diameter = Inside Diameter + Thickness
Step 4: Solve:
Mean Diameter = Inside Diameter + Thickness
MD = 650 + 25
= 675
Result: Mean Diameter = 675mm.
Problem 2: Find mean diameter for the cylinder, where thickness is 25mm, outside diameter is 650mm.
Solution:
Step 1: Given:
Thickness is 25mm
Outside diameter is 650mm
Step 2:To Find:
Mean Diameter
Step 3: Formula:
Mean Diameter = Outside Diameter - Thickness
Step 4: Solve:
Mean Diameter = Outside Diameter - Thickness
MD = 650 - 25
= 625
Result: Mean Diameter = 625mm.
Problem 3: Find mean circumference for the cylinder, where thickness is 25mm, outside diameter is 650mm.
Solution:
Step 1: Given:
Thickness is 25mm
Outside diameter is 650mm
Step 2:To Find:
Mean Circumference
Step 3: Formula:
Mean Circumference = Mean Diameter `xx`
Step 4: Solve:
Mean Circumference = Mean Diameter `xx`
Mean Diameter = Outside Diameter - Thickness
MD = 650 - 25
= 625
Mean Circumference = Mean Diameter `xx`
MC = 625 `xx` 3.14
= 1962.5
Result: Mean Circumference = 1962.5mm
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