Gunakan [b]Applet Dilatasi Titik[/b] di atas untuk memahami konsep [b]Dilatasi Titik[/b] dan membantumu menyelesaikan latihan soal di bawah ini.
Dilatasi adalah perubahan titik suatu objek pada bidang geometri berdasarkan nilai faktor pengalinya. Pada transformasi jenis ini, ukuran bayangan bisa berbeda dengan ukuran bendanya. Namun, bisa juga ukuran bayangannya tetap. Namun, bentuknya tetap sama. Mengapa demikian? Hal itu karena adanya fakto pengali. Misalnya suatu objek diperbesar dengan faktor pengali = 2, maka bayangan objek tersebut memiliki ukuran dua kali lebih jauh dari jarak objek dan titik pusat mula-mula.[br][br]Faktor pengali pada Dilatasi[br]Faktor pengali merupakan faktor penentu letak dan ukuran suatu objek hasil dilatasi. Lalu, seperti apa hubungan antara dilatasi dan faktor pengali?[br]1. Faktor pengali lebih besar dari satu (k>1) akan mengakibatkan pembesaran ukuran objek dan searah dengan sudut dilatasi objek awalnya.[br]2. Faktor pengali antara 0 dan 1 (0<k<1) mengakibatkan pengecilan ukuran objek dan searah dengan sudut dilatasi awalnya.[br]3. Faktor pengali antara -1 dan 0 (-1<k<0) mengakibatkan pengecilan ukuran objek dan memiliki arah yang berlawanan dengan sudut dilatasinya[br]4. Faktor pengali sama dengan -1 (k=-1) tidak mengakibatkan perubahan ukuran objek, namun arahnya berlawanan dengan sudut dilatasi awalnya[br]5. Faktor pengali lebih kecil dari -1 (k<-1) mengakibatkan pembesaran ukuran objek dan memiliki arah berlawanan dengan sudut dilatasi awalnya.[br][br]Dilatasi Titik terhadap titik pusat (0,0)[br]Bentuk umum dilatasi titik A terhadap titik pusat (0,0) bisa dinyatakan sebagai berikut.[br]A(x,y) D[0,k] [math]\longrightarrow[/math] A'(x',y')[br]Bentuk penulisan di atas menunjukkan bahwa titik A yang berkoordinat (x,y) mengalami dilatasi terhadap titik pusat (0,0) dengan faktor pengali [i]k[/i], sehingga menghasilkan titik A' yang berkoordinat (x',y')[br][br]Nah, koordinat (x',y') kamu bisa tentukan menggunakan persamaan matriks seperti di bawah ini.[br][img]data:image/png;base64,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[/img]
Suatu Objek berbentuk persegipanjang PQRS berada di bidang koordinat kartesius, P(1,3), Q(4,3), R(1,2), dan S(4,2). Jika objek tersebut didilatasikan terhadap titik pusat (0,0) dengan k=2, tentukan bayangan yang terjadi![br][br]Pembahasan:[br][img]data:image/png;base64,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[/img][br]Dengan demikian P' = (2,6)[br][br][img]data:image/png;base64,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[/img][br]Dengan demikian 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[/img][br]Dengan demikian 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[/img][br]Dengan demikian S'=(8,4)
1. Tentukanlah bayangan titik P(-6,3) oleh dilatasi terhadap titik pusat O(0,0) dengan faktor skala -1/2![br]2. Titik A(2,3) didilatasikan terhadap titik pusat O(0,0) dengan faktor dilatasi -3. Bayangan dari A adalah ...
Gunakan [b]Applet Dilatasi Garis[/b] di atas untuk memahami konsep [b]Dilatasi Garis[/b] dan membantumu menyelesaikan latihan soal di bawah ini.
Dilatasi merupakan transformasi yang memperkecil atau memeprbesar suatu objek.[br][br]Jika titik A(x,y) didilatasikan dengan titik pusat O(0,0) dan faktor skala [i]k, [/i]diperoleh[br]A(x,y) [math]\longrightarrow[/math] A'(x',y') = A'(kx,ky) ... (1)[br]akan dicari persamaan bayangan garis 4x+3y-12=0 oleh dilatasi dengan pusat O(0,0) dan faktor skala -3 sebagai berikut.[br]Diperhatikan bahwa transformasi yang digunakan ialah dilatasi pusat O(0,0) dan faktor skala -3 berarti berdasarkan (1) diperoleh[br](x,y) [math]\longrightarrow[/math] (-3x,-3y)[br]diperoleh [br]x'=-3x[br]x=-1/3x'[br][br]y'=-3y[br]y=-1/3y'[br][br]Kemudian x=-1/3x' dan y=-1/3y' disubstitusikan ke dalam persamaan garis berikut[br]4x+3y-12=0[br]4(-1/3x')+3(-1/3y')-12=0[br]-4/3x'-3/3y'-12=0[br]4x'+3y'+36=0[br][br]Jadi, persamaan bayangan garis adalah 4x+3y+36=0
1. Tentukan persamaan bayangan kurva y=4x-3 jika didilatasikan oleh (O,3)![br]2. Tentukan persamaan bayangan kurva 2x+3y=12 jika didilatasikan oleh (O,-1/2)!