sebuah titik s (2,10) ditarnlasasikan melalui titik (0.0) skala 3 tentukan "s"nya ​

19 - 27 + 5 = -3. It is 3 meters below the canyon wall

Answered by Yeh | 2024-06-10

The helicopter , which was originally 19 meters above the canyon wall, descends 27 meters into the canyon and then ascends 5 meters. This places it at a position 3 meters below the top of the canyon wall. ;

Answered by shreese126 | 2024-06-18

The helicopter ends up 3 meters below the top of the canyon wall after going down 27 meters and then up 5 meters. Initially, it was 19 meters above the wall. After the movements, its final position is -3 meters relative to the wall.
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Answered by shreese126 | 2024-10-01

Jawaban:tentukan koordinat titik S setelah ditransformasikan (dilatasi) terhadap titik (0,0) dengan skala 3. Konsep Dilatasi: Dilatasi adalah transformasi yang mengubah ukuran suatu objek tanpa mengubah bentuknya. Jika sebuah titik (x, y) dilatasi dengan pusat (0,0) dan faktor skala k, maka koordinat titik yang baru (x', y') adalah: - x' = k * x- y' = k * y Diketahui: - Titik S (x, y) = (2, 10)- Pusat dilatasi = (0, 0)- Faktor skala (k) = 3 Langkah 1: Hitung Koordinat x' - x' = k * x = 3 * 2 = 6 Langkah 2: Hitung Koordinat y' - y' = k * y = 3 * 10 = 30 Jawaban: Koordinat titik S setelah dilatasi adalah (6, 30).

Answered by ara1412 | 2025-08-21