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Formula.co.id – After previously we discussed about perimeter of a rhombus this time we will discuss material about the formula for the circumference of the base of a cone, we will describe in detail and complete from understanding of cones, understanding of the base of a cone, properties of cones, elements, formulas, and examples of problems from the circumference cone.

Cone Image

Table of contents :

Definition of Cones

Cone is a special pyramid with a circular base. Cones have 2 sides and 1 rib. The perpendicular side of the cone is not a triangle but is an inclined plane called a conical blanket.

Another definition of a cone is a curved side space that resembles a regular n-sided pyramid whose base is a circle.

By rotating up to 360° from a B'BC, a cone can be made on a right triangle ABC about the AC axis as shown in the figure below.

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Definition of the base of the cone

Cone base is the area of ​​a circle with radius r so that the area pedestal is .r2

Characteristics of Cones

Cones have certain properties, which are as follows:

  • Has 1 side of a circular base and 1 side in the form of a curved plane (conical blanket).
  • Has 1 curved rib.
  • Has no corner points.
  • Has 1 vertex

Elements of Cones

Cones also have certain elements, namely:

  • The side of the base is a circle centered at point A.
  • AC is called the height of the cone.
  • The radius of the circle of the base is AB and the diameter is BB' = 2AB.
  • The hypotenuse of BC is called the apothem or painter's line.
  • Cone blanket in the form of a curved plane.

The formula for the circumference of the base of a cone

The formula for the circumference of the base of the cone is as follows:

K = 2 r

The formula for the volume of the cone is as follows:

V = 1/3 r2 t

Example of questions about the circumference of the base of the cone

  • Using 22/7 :

1. There is a cone that has a radius of 7 cm. find and calculate the circumference of the base of the cone!

Solution:

Is known: r = 7 cm

asked: K = …?

Answer:

  • K = 2 r
  • K = 2 x 22/7 x 7 cm
  • K = 44 cm

So, The circumference of the base of the cone is = 44 cm

2. There is a cone that has a radius of 14 cm. find and calculate the circumference of the base of the cone!

Solution:

Is known: r = 14 cm

asked: K = …?

Answer:

  • K = 2 r
  • K = 2 x 22/7 x 14 cm
  • K = 88 cm

So, The circumference of the base of the cone is = 88 cm

3. There is a cone that has a radius of 21 m. find and calculate the circumference of the base of the cone!

Solution:

Is known: r = 21 m

asked: K = …?

Answer:

  • K = 2 r
  • K = 2 x 22/7 x 21 m
  • K = 132 m

So, The circumference of the base of the cone is = 132 m

4. There is a cone that has a radius of 28 m. find and calculate the circumference of the base of the cone!

Solution:

Is known: r = 28 m

asked: K = …?

Answer:

  • K = 2 r
  • K = 2 x 22/7 x 28 m
  • K = 176 m

So, The circumference of the base of the cone is = 176 m

  • Using 3.14 :

5. There is a cone that has a radius of 15 cm. find and calculate the circumference of the base of the cone!

Solution:

Is known: r = 15 cm

asked: K = …?

Answer:

  • K = 2 r
  • K = 2 x 3.14 x 15 cm
  • K = 94,2 cm

So, The circumference of the base of the cone is = 94,2 cm

6. There is a cone that has a radius of 33 cm. find and calculate the circumference of the base of the cone!

Solution:

Is known: r = 33 cm

asked: K = …?

Answer:

  • K = 2 r
  • K = 2 x 3.14 x 33 cm
  • K = 207,24 cm

So, The circumference of the base of the cone is = 207,24 cm

7. There is a cone that has a radius of 47 m. find and calculate the circumference of the base of the cone!

Solution:

Is known: r = 47 m

asked: K = …?

Answer:

  • K = 2 r
  • K = 2 x 3.14 x 47 m
  • K = 295,16 m

So, The circumference of the base of the cone is = 295,16 m

This is a complete discussion on how to calculate the formula for the circumference of the base of a cone along with examples of questions and their discussion, hopefully it will be useful…

Related Circumference Formula:

  • Circumference of the Tube Base
  • Perimeter of Cube Base
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