While studying math online is beneficial, it requires a level of self-discipline that traditional classes do not. You will have to manage your own time and make sure you stay on top of your work. This can be difficult if you aren’t naturally good at organization.
To study math online has its benefits, though. If you find the material difficult or confusing, there are easy ways to get help from the internet community. There are plenty of forums on which math nerds debate the similarities between geometric shapes and discuss the intricacies of advanced algebraic equations endlessly—if you need an answer to a question, there’s no doubt someone’s already asked it somewhere out there.
Another benefit to studying online is that you don’t have to worry about being late for class or missing important information because your bus was late or because you got stuck in traffic! As long as your computer is working properly, everything should run smoothly with your education!
What is Diameter?
A diameter is a straight line segment that passes through the center of the circle and whose endpoints lie on the circle. It is also defined as a chord that passes through the center of the circle. Diameter can also be defined as a segment that has its endpoints on the circle and contains the center of the circle.
Formula of Diameter
The formula for the diameter is very simple. The distance is traversed by a circle through its center. In other words, it is twice the radius. Therefore, the formula of diameter can be written as:
Diameter = 2 × Radius
In case you want to measure the diameter in terms of its circumference, use this simple formula:
Diameter = (Circumference) ÷ π
How do you Calculate the Diameter?
The diameter is simply the length of a line segment that goes straight through the center of a circle. You can find the diameter by measuring across this line segment with a ruler, yardstick, or tape measure. (You’ve probably already measured diameters with tape measures to find your shoe size and hat size.)
To calculate the diameter: Draw a line segment from one side of the circle to another. Measure this line segment with a ruler or tape measure in inches or centimeters. This number is your diameter!
- Circles have a radius that’s half their diameter. To calculate the radius: Divide your measurement for the diameter by 2. That number will be your radius!
In order to calculate the circumference, multiply the diameter by pi (3.14). This formula will give you an answer in inches or centimeters, depending on which units you used to measure your diameter in step 1!
Types of Diameter
1. Diameter of a Circle
The diameter of a circle is the length of a line across the center that passes through two points on the circle.
2. Diameter of a Sphere
A sphere is considered to be any set of points located at equal radii from the center. Thus, its diameter is any line segment that connects two points on the sphere and contains its center.
3. Diameter of a Cone
A cone is defined as an object with a circular base and sloping sides meeting in an apex above. Its diameter can refer to either:
- The diameter of its base (when measured across its middle point) or
- The apex width (when measured from side to side).
Either definition will yield the same result.
4. Diameter of a Cylinder
A cylinder has two parallel bases that are congruent circles and whose edges touch one another on all sides. The diameter can refer to either:
- The diameter across one base or
- One-half the length between both bases.
If you want to learn mathematics in a fun way, you must visit Cuemath. It is an online platform that guides students. They provide worksheets and live online classes for mathematics. Students can easily solve sums at home under proper guidance.