A circle has a radius of 5 and a central angle in radians = 0.

A circle has a radius of 5 and a central angle in radians θ = 0. MathCelebrity logo Image to Crop

A circle has the following:

Radius = 5

Central angle = θ = 0.9

Calculate the arc length and sector area

Calculate arc length (s):

s = rθ
where θ is in radians

Plug in r = 5 and θ = 0.9
s  =  5(0.9)
  

s  =  4.5π
  

s = INFπ

Calculate sector area (A):
A  =  r2θ
  2

where θ is in radians

Plug in r = 5 and θ = 0.9
A  =  52(0.9)
  2

A  =  25(0.9)
  2

A  =  22.5π
  2

A = 11.25π

Final Answer

s = INFπ
A = 11.25

You have 1 free calculations remaining


What is the Answer?

s = INFπ
A = 11.25

How does the Arc Length and Area of a Sector of a Circle Calculator work?

Free Arc Length and Area of a Sector of a Circle Calculator - Calculates the arc length of a circle and the area of the sector of a circle
This calculator has 2 inputs.

What 1 formula is used for the Arc Length and Area of a Sector of a Circle Calculator?

What 4 concepts are covered in the Arc Length and Area of a Sector of a Circle Calculator?

arca portion of the boundary of a circle or a curvearc length and area of a sector of a circlecirclethe set of all points in the plane that are a fixed distance from a fixed pointsectora pie-shaped part of a circle made of the arc along with its two radii
(θ/360°) * πr2, where θ is measured in degrees.

Example calculations for the Arc Length and Area of a Sector of a Circle Calculator

Arc Length and Area of a Sector of a Circle Calculator Video


Tags:

Add This Calculator To Your Website

ncG1vNJzZmivp6x7rq3ToZqepJWXv6rA2GeaqKVflr%2Bkv8Scq6iqXqW1sYvRdmxfrJiawaKJj2dwX6iccpCiuMKuo5qslQ%3D%3D