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ELLIPSE OF SEMI-MAJOR AXIS a AND SEMI-MINOR AXIS b

ELLIPSE OF SEMI-MAJOR AXIS a AND SEMI-MINOR AXIS bELLIPSE OF SEMI-MAJOR AXIS a AND SEMI-MINOR AXIS b

ELLIPSE OF SEMI-MAJOR AXIS a AND SEMI-MINOR AXIS

…

Author pitagorasPosted on June 29, 2016Categories Geometry

SEGMENT OF CIRCLE OF RADIUS r

SEGMENT OF CIRCLE OF RADIUS rSEGMENT OF CIRCLE OF RADIUS r

SEGMENT OF CIRCLE OF RADIUS…

Author pitagorasPosted on June 29, 2016Categories Circle Geometry

REGULAR POLYGON OF n SIDES CIRCUMSCRIBING A CIRCLE OF RADIUS r

REGULAR POLYGON OF n SIDES CIRCUMSCRIBING A CIRCLE OF RADIUS rREGULAR POLYGON OF n SIDES CIRCUMSCRIBING A CIRCLE OF RADIUS r

REGULAR POLYGON OF n SIDES CIRCUMSCRIBING A CIRCLE OF RADIUS…

Author pitagorasPosted on June 29, 2016Categories Geometry

REGULAR POLYGON OF n SIDES INSCRIBED IN CIRCLE OF RADIUS r

REGULAR POLYGON OF n SIDES INSCRIBED IN CIRCLE OF RADIUS rREGULAR POLYGON OF n SIDES INSCRIBED IN CIRCLE OF RADIUS r

REGULAR POLYGON OF n SIDES INSCRIBED IN CIRCLE OF RADIUS…

Author pitagorasPosted on June 29, 2016Categories Geometry

RADIUS OF CIRCLE CIRCUMSCRIBING A TRIANGLE OF SIDES a,b,c

RADIUS OF CIRCLE CIRCUMSCRIBING A TRIANGLERADIUS OF CIRCLE CIRCUMSCRIBING A TRIANGLE OF SIDES a,b,c

RADIUS OF CIRCLE CIRCUMSCRIBING A TRIANGLE…

Author pitagorasPosted on April 10, 2016Categories Geometry

RADIUS OF CIRCLE INSCRIBED IN A TRIANGLE OF SIDES a,b,c

RADIUS OF CIRCLE INSCRIBED IN A TRIANGLE OF SIDES a,b,cRADIUS OF CIRCLE INSCRIBED IN A TRIANGLE OF SIDES a,b,c

RADIUS OF CIRCLE INSCRIBED IN A TRIANGLE…

Author pitagorasPosted on April 10, 2016Categories Geometry

Area – SECTOR OF CIRCLE OF RADIUS r

Area - SECTOR OF CIRCLEArea – SECTOR OF CIRCLE OF RADIUS r

Area - SECTOR OF CIRCLE OF RADIUS r…

Author pitagorasPosted on April 10, 2016Categories Geometry

Area – Perimeter – CIRCLE OF RADIUS r

Area – Perimeter - CIRCLE OF RADIUSArea – Perimeter – CIRCLE OF RADIUS  r

Area = π · r²

Perimeter = 2 · π · r

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Author pitagorasPosted on April 10, 2016April 10, 2016Categories Geometry

Area – Perimeter – REGULAR POLYGON OF n SIDES EACH OF LENGTH b

Area – Perimeter – REGULAR POLYGONArea – Perimeter – REGULAR POLYGON OF n SIDES EACH OF LENGTH b

Area – REGULAR POLYGON

Perimeter = n · b

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Author pitagorasPosted on April 10, 2016Categories Geometry

Area – Perimeter – TRAPEZOID OF ALTITUDE h AND PARALLEL SIDES a AND b

Area - Perimeter - TRAPEZOIDArea – Perimeter – TRAPEZOID OF ALTITUDE h AND PARALLEL SIDES a AND b

Area = ½ · h ·

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Author pitagorasPosted on April 10, 2016April 10, 2016Categories Geometry

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