Skripsi

Simetri rotasi pada polinomial suku tunggal / Eka Nurdi Widyawati

Abstrak
Abstract Symmetry is a transformation that is applied to a flat shape as the medium. A flat shape can be said to be symmetrical if the figures can overlap each other when folded or rotated. Rotation is the operation of turning an object with a point as its center. A plane shape is said to be rotationally symmetric if it can be rotated less than one full revolution and returned correctly to its original position. A polynomial (many terms) is an algebraic form that contains a variable. In this study the polynomial used is a one-variable polynomial. The operations used are addition subtraction multiplication and powers of non-negative integers. The method used in this study is to apply examples of constant function problems linear functions polynomials of the second degree polynomials of the third degree of a single term polynomial of an odd degree of a single term polynomial of an even degree of a single term and the sine function in the definition above.

Informasi Detail

DDC

SKRIPSI DIGITAL

Prodi

Universitas Negeri Malang. Program Studi Matematika, 2022.

Deskripsi Fisik

ix, 7 lembar: ilus.

Bahasa

Indonesia

No Reg

0340/RS/23

Edisi

Skripsi (Sarjana)--Universitas Negeri Malang. 2022

Subjek

1. POLINOMIAL - SIMETRI ROTASI
2. POLYNOMIAL - ROTATION SYMETRY

Pembimbing

1. Mochammad Hafiizh, S.pd, M.si, Ph.d

Lampiran Berkas