Fraction Splitting
Loading the math board and drawing, please wait…
This example demonstrates how to split a fraction into simpler fractions. Key mathematical concepts include the properties and addition of fractions. Using GeoGebra commands such as Circle, Point, Segment, Rotate, and Angle, the process of fraction splitting is dynamically illustrated. Suitable for middle school and above students to learn fraction addition and decomposition.
GeoGebra Commands & Parameters
Circle(A, 10) → cPoint(c) → BSegment(A, B) → fRotate(B, (360 * ° / a), A) → B'Segment(A, B') → gRotate(B', (360 / a)°, A) → B''Segment(A, B'') → hRotate(B'', (360 / a)°, A) → B'''Angle(B'', A, B''') → αSegment(A, B''') → iRotate(B''', (360 / a)°, A) → CAngle(B''', A, C) → βSegment(A, C) → jRotate(C, (360 / a)°, A) → C'Angle(C, A, C') → γRotate(C', (360 / a)°, A) → C''Angle(C', A, C'') → δRotate(C'', (360 / a)°, A) → C'''Angle(C'', A, C''') → εRotate(C''', (360 / a)°, A) → DAngle(C''', A, D) → ζRotate(D, (360 / a)°, A) → D'Angle(D, A, D') → ηSegment(A, C') → kSegment(A, C'') → lSegment(A, C''') → mSegment(A, D) → nSegment(A, D') → pRotate(B, (360 / b)°, A) → B'_1Angle(B, A, B'_1) → θRotate(B'_1, (360 / b)°, A) → EAngle(B'_1, A, E) → ιRotate(E, (360 / b)°, A) → E'Angle(E, A, E') → κRotate(E', (360 / b)°, A) → E''Angle(E', A, E'') → λRotate(E'', (360 / b)°, A) → E'''Angle(E'', A, E''') → μRotate(E''', (360 / b)°, A) → FAngle(E''', A, F) → νRotate(F, (360 / b)°, A) → F'Angle(F, A, F') → ξRotate(F', (360 / b)°, A) → F''Angle(F', A, F'') → οRotate(F'', (360 / b)°, A) → F'''Angle(F'', A, F''') → ρSegment(A, B'_1) → qSegment(A, E) → rSegment(A, E') → sSegment(A, E'') → tSegment(A, E''') → dSegment(A, F) → eSegment(A, F') → f_1Segment(A, F'') → g_1Segment(A, F''') → h_1