Is a Cylinder a Prism?
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Mathematics Form 2
This example demonstrates whether a cylinder is a prism. It involves concepts such as cylinders and prisms. Using GeoGebra commands like SelectedIndex, Sequence, and Polygon, the example constructs models of cylinders and prisms. Suitable for middle school and above students or teachers.
GeoGebra Commands & Parameters
SelectedIndex(Bahasa) → nnSequence(Rotate[A, ((p * 360 / a))°, (0, 0, 0)], p, 0, a) → TSisiPolygon(TSisi) → TapakIf(nn ≟ 1, {"Prism", "Pyramid"}, {"Prisma", "Piramid"}) → JenisSelectedIndex(Jenis) → mPoint(zAxis) → BSequence(Polygon[B, TSisi(p), TSisi(p + 1)], p, 1, a) → PolyPyramidPoint(zAxis) → CIntersect(zAxis, yAxis) → DVector(D, C) → uTranslate(Tapak, u) → AtasSequence(Polygon[TSisi(p), TSisi(p + 1), (x(TSisi(p + 1)), y(TSisi(p + 1)), z(C)), (x(TSisi(p)), y(TSisi(p)), z(C))], p, 1, a) → PolyPrismSequence(Polygon[TSisi(p), TSisi(p + 1), (x(TSisi(p + 1)), y(TSisi(p + 1)), z(C)), (x(TSisi(p)), y(TSisi(p)), z(C))], p, 1, a) → PolyPrism0Sequence(Polygon[B, TSisi(p), TSisi(p + 1)], p, 1, a) → PolyPyramid0