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Area of a triangle  side and two angles (AAS or ASA) method
Details
Written by
Administrator
Published: 17 June 2019
Last Updated: 18 July 2019
,
,

sides
of a scalene triangle
,
,

angles
Calculate the Area of a triangle if given two angles and a side (
A
) :
area of a triangle (ASA) :
=
Digit
1
2
4
6
10
F
deg
rad
=
degrees
=
degrees
=
radians
=
radians
=
x
/
radians
=
x
/
radians
A
=
area of a triangle (ASA) :
=
Digit
1
2
4
6
10
F
deg
rad
=
degrees
=
degrees
=
radians
=
radians
=
x
/
radians
=
x
/
radians
A
=
area of a triangle (ASA) :
=
Digit
1
2
4
6
10
F
deg
rad
=
degrees
=
degrees
=
radians
=
radians
=
x
/
radians
=
x
/
radians
A
=
Area of plane shapes
Area of a triangle
Area of a right triangle
Heron's formula for area
Area of an isosceles triangle
Area of an equilateral triangle
Area of a triangle  "side angle side" (SAS) method
Area of a triangle  "side and two angles" (AAS or ASA) method
Area of a square
Area of a rectangle
Area of a parallelogram
Area of a rhombus
Area of a trapezoid
Area of an isosceles trapezoid
Area of a regular polygon
Area of a circle
Area of a sector of a circle
Area of a circular segment
Area of an annulus
Area of a sector of an annulus
Area of an ellipse
All formulas for area of plane figures
Geometry
Area of plane shapes
Surface Area
Perimeter of figures
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Radius of a circumscribed circle
Radius of a circle inscribed
Geometry theorems
Trigonometric identities
Triangles
Parallelogram
Trapezoid
Rhombus
Circle