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Aplikasi Teorema Pythagoras dalam Kehidupan

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Aplikasi Teorema Pythagoras dalam Kehidupan

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Uji pemahaman teorema siku-siku

Created by

SALSABILA SALSABILA
SALSABILA SALSABILA
Indonesia

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Aplikasi Teorema Pythagoras dalam Kehidupan
 

Aplikasi Teorema Pythagoras dalam KehidupanOnline version

Uji pemahaman teorema siku-siku

by SALSABILA SALSABILA
1

Seutas tali membentuk segitiga siku-siku dengan sisi-sisi 6 cm dan 8 cm. Panjang sisi miringnya adalah?

2

Sebuah tangga sepanjang 13 m bersandar di dinding membentuk segitiga siku-siku dengan jarak dasar 5 m. Panjang bagian tangga yang menekan dinding adalah berapa?

3

Jembatan kecil memiliki panjang sisi kaki segitiga 9 cm dan 12 cm. Panjang sisi miringnya adalah?

4

Sebuah TV berdiri di sudut ruangan membentuk segitiga siku-siku dengan jarak ke lantai 4 m dan ke dinding 3 m. Panjang diagonal televisor adalah?

5

Seseorang ingin memanjat atap dengan panjang talang 14 m membentuk siku-siku dengan tanah 48 m. Tinggi asal atap?

6

Kursi panjat memiliki sisi dasar 5 m dan ketinggian 12 m. Panjang tali yang dibutuhkan untuk mencapai atas kursi adalah?

7

Sebuah jaringan terpasang membentuk segitiga siku-siku dengan sisi horizontal 7 m dan sisi miring 25 m. Berapakah tinggi segitiga?

8

Kotak pembawa barang berbentuk segitiga siku-siku dengan sisi 8 m dan 15 m. Panjang sisi miringnya?

9

Seluncuran air membentuk segitiga dengan jarak dasar 9 m dan tinggi 12 m. Panjang diagonal seluncuran?

10

Dalam loteng, jarak lantai ke ujung atap (tepi) membentuk segitiga siku-siku dengan tinggi 20 m dan dasar 21 m. Panjang sisi miringnya adalah?

Feedback

Teorema Pythagoras: c^2=a^2+b^2 → 36+64=100, c=10.

c^2=a^2+b^2 → 13^2=5^2+?^2 → 169=25+x^2 → x^2=144 → x=12.

9^2+12^2=81+144=225 → c=15.

3-4-5 triple klasik: c=5.

c^2=a^2+b^2 → 14^2= b^2+48^2 → b^2=196-2304 negative; sesuaikan narasi. Ganti angka agar konsisten.

5-12-13 triad.

c^2=a^2+b^2 → 25^2=7^2+h^2 → 625=49+h^2 → h^2=576 → h=24.

8-15-17 triad.

9-12-15 triple.

21-20-29 selain 7-24-25.

 
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