VNSGU Syllabus, Question Paper, Programs of BCA Course
CMAT.AtoZmath.com  Online test preparation for CMAT MBA & MCA(Gujarat) Exam
Welcome Guest
[
New User

Login
]
I want to sell my website www.AtoZmath.com with complete code
Home
College Algebra
Games
Feedback
Donate us
About us
Algebra
Matrix Algebra
Numerical Methods
Statistical Methods
Operation Research
Wording Problems
Calculus
Plots & Geometry
PreAlgebra
What's new
1 . Statistical Methods
on 30.03.18
1.
Permutation
2.
Probability
2 . Calculus
on 20.03.18
1.
Trigonometry
2.
Derivative
3 .
About us
4 . Algebra
1.
Functions
2.
Set Theory (using builder form)
3.
Interval notation and Builder set notation
5 . Wording Problems
1.
Problem on Ages
2.
Unitary Method
6 . Simplex method
1.
Branch and Bound method
2.
01 Integer programming problem
7 . Game Theory
1.
Bimatrix method
8 . Matrix operations
1.
Cholesky Decomposition
2.
QR Decomposition (GramSchmidt Method)
3.
QR Decomposition (HouseHolder Method)
Coming soon
(Under development)
 Ratio and Proportion
Menu
Home
PreAlgebra
Algebra
Matrix Algebra
Plots & Geometry
Numerical Methods
Statistical Methods
Operation Research
Wording Problems
Calculus
College Algebra
Games
Search
Home
>
Plots & Geometry calculators
>
Area >> Sector Segment calculator
Area

1  Circle
2  SemiCircle
3  RegularHexagon
4  Square
5  Rectangle
6  Parallelogram
7  Rhombus
8  Trapezium
9  Scalene Triangle
10  Rightangle Triangle
11  Equilateral Triangle
12  Isoceles Triangle
13  SectorSegment
Area
>>
SectorSegment
Area 13 of 13
I know that for a sector & segment
Radius
angle of measure
=
and
angle of measure
length of arc
=
. From this find out
Radius
angle of measure
length of arc
area of minor sector
of the sector & segment.
`pi = `
22/7
3.14159
Solution
SectorSegment Formula
Area Formula
Solution
Solution provided by AtoZmath.com
If you find my work useful, you could
Donate us
Want to know about
AtoZmath.com and me
Area of SectorSegment
Length of the arc
`= l = ( pi r theta)/180`
Area of a minor sector
`= ( pi r^2 theta)/360`
Example :
I know that for a sector & segment Radius = 14 and angle of measure = 90 . From this find out length of arc of the sector & segment.
`"Here "r = 14" and " theta = 90" (Given)"`
`"Length of the arc " = l = (pi r theta)/180`
` = (3.1416 * 14 * 90)/180`
` = 21.98`
`"Area of a minor sector "= (pi r^2 theta)/360`
` = (3.1416 * 14^2 * 90)/360`
` = 153.86`
Home
College Algebra
Games
Feedback
Donate us
About us
Copyright © 2018. All rights reserved.
Terms
,
Privacy