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Symmetry Concept in Parametric Curve Equations using
Congruent Modulo
Nurzuliana Binti Zulkifli
Supervisor: Dr. Ruwaidiah Binti Idris
Bachelor of Science (Computational Mathematics)
School of Informatics and Applied Mathematics
Parametric equation are usually used to denote coordinate points that form a geometric
objects such as curves or surfaces. Meanwhile, symmetry means the image of an object
does not change their shape after any transformation such as reflection, rotation and
translation. This research was conducted to study the use of symmetry concepts in
parametric curve equations and polar coordinates. The parametric curve equation and
polar coordinates are used to track the movement of the point that complete a circle with
the intervals from 0 to 2π, which is aided with congruent modulo to obtain a symmetrical
pattern in the results. From this research, it can be concluded that the symmetry curve
can be obtained from the parametric curve equations and polar coordinates using
congruent modulo.
997 | UMT UNDERGRADUATE RESEARCH DAY 2018