
Jarak Pada Ruang Dimensi Tiga
Presentation
•
Mathematics
•
12th Grade
•
Practice Problem
•
Hard
Kurniawan Saputra
Used 4+ times
FREE Resource
4 Slides • 4 Questions
1
2
Jarak antar titik dapat dihitung dengan menggunakan teorema phytagoras biasa, hanya saja kita harus jeli dalam memilih segitiga siku-siku yang melibatkan
kedua titik tersebut.
Konsep Jarak Antar Titik
3
Multiple Choice
Jarak titik S ke titik V adalah ...
52
53
102
103
4
Multiple Choice
Diketahui titik M adalah titik tengah QU, jarak titik T ke titik M adalah ...
56
52 cm
53 cm
55cm
5
>> gambar (a). Jarak titik A ke garis BC
>> gambar (b). Jarak A ke garis BC = panjang AD, dengan AD tegak lurus BC. Titik D diperoleh dengan memproyeksikan titik A pada garis BC.
>> gambar (c). Untuk menghitung panjang AD, kita buat segitiga bantuan dengan menghubungkan AB dan AC sehingga terbentuk segitiga ABC.
Konsep Jarak Titik ke Garis
6
1. Teorema Phytagoras
2. Perbandingan luas segitiga
3. Aturan cosinus
3 cara penyelesaian konsep jarak titik ke bidang
7
Fill in the Blanks
Yang merupakan jarak antara titik H dengan garis DC adalah
8
Draw
Gambarlah penyelesaian yang menunjukkan jarak antara titik E dengan garis AG!
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