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Translasi atau Pergeseran

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  • Hairudin, Hairudin

Abstract

Suatu pemetaan S disebut geseran/translasi, apabila terdapat suatu ruas garis berarah AB sedemikian sehingga untuk setiap titik P dalam bidang V berlaku S(P) = Q dengan PQ = AB. Selanjutnya geseran dengan vektor AB dinyatakan sebagai S Pengertian geseran didasarkan pada vektor sehingga didapat suatu teorema: a. SAB.= S jika dan hanya jika AB = CD b. Misalkan tiga titik A, B, dan C tidak segaris c. Geseran adalah suatu isometri d. Geseran mempertahankan arah garis e. Hasil kali dua geseran SCD AB dan SCD akan berupa suatu geseran S16 AB. dengan PQ = AB +CD. PQ Dengan diketahuinya rumus P’(X’,Y’) =P’(x + h , y + k), dapat dikatakan bahwa translasi adalah transformasi isometri yakni tidak adanya perubahan dalam bentuk dan ukuran oleh suatu translasi maka bangun dan bayangannya kongruen.

Suggested Citation

  • Hairudin, Hairudin, 2017. "Translasi atau Pergeseran," INA-Rxiv usvdh, Center for Open Science.
    • Handle: RePEc:osf:inarxi:usvdh
    DOI: 10.31219/osf.io/usvdh
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