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Circumscribed Circles Calculator

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prove circle center, given equilateral triangle

α β γ θ π = ·   x2
A AB AB ◠ AB
S P
Midpoint of
Right Angle
Straight Angle
Central Angle
Inscribed Angle
Bisects
Bisects Angle
Parallel to
Perpendicular Bisector to
Perpendicular to
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Altitude (height) to
Median to
Midsegment in
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Diagonal of
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Chord
Diameter
Radius
Secant
Tangent
Equilateral Triangle
Isosceles Triangle
Right Triangle
Isosceles Trapezoid
Kite
Parallelogram
Rectangle
Rhombus
Right Kite
Right Trapezoid
Square
Trapezoid
Center point
Area of Triangle
Area of Polygon
Area of Circle
Area of Sector
Perimeter of Triangle
Perimeter of Polygon
Perimeter of Circle
 
Given Prove Find
 
Given:
ACB Equilateral Triangle
Circle circumscribed around ABC
AD is median to BC
CG is median to AB
BE is median to AC
 
Prove:Circle has center at F