Sine Function with Phase Shift Demo
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This example demonstrates the transformation of a sine function graph under phase shift. Key math concepts include sine function, phase shift, and function graph transformations. Constructed using GeoGebra commands like Intersect, Rotate, Angle, Segment, Circle, and Vector. Suitable for high school mathematics education to understand the properties of trigonometric function graph transformations.
GeoGebra Commands & Parameters
Intersect(xAxis, yAxis) → ERotate(P1, α, E) → KQAngle(P1, E, KQ) → βRotate(KQ, (-δ), E) → KPAngle(KQ, E, KP) → γSegment(A, (x(A) - d, 0)) → hCircle(E, k) → cSegment(E, KP) → iVector(KP_0, KP) → jVector(KQ_0, KQ) → uSegment(KQ, E) → lVector(A, B) → siniVector(C, C2) → sin2Vector((x(A) + 1, 0), (x(A) + 1, f(x(A) + 1))) → v