Berapa panjang PC menggunakan teori pitagoras

If full then the stadium could have held 60000 people over 3 days. It really held 17563+18126+16618 over the 3 days = 52307 people. To work out the difference 60000 - 52307 = 7693 Therefore 7693 seats were free over the 3 day period and so 7693 more people could have attended the concerts overall

Answered by Katy123 | 2024-06-10

If the stadium had been at full capacity for the concerts over the 3-day period, it could have held 60,000 people. The actual attendance was 52,307 people, leading to a difference of 7,693 people who could have attended. Therefore, 7,693 more seats were available if the stadium had been full.
;

Answered by Katy123 | 2024-09-30

Jawaban:hitung panjang PC menggunakan teorema Pythagoras dengan caranya. 1. Identifikasi Segitiga Siku-Siku- Kita perlu mengidentifikasi segitiga siku-siku yang relevan. Dalam gambar, kita dapat berasumsi bahwa segitiga ABP adalah segitiga siku-siku di B. 2. Tentukan Panjang Sisi yang Diketahui- AB = 10 (panjang sisi tegak)- AP = 10 (panjang sisi miring) 3. Hitung Panjang BP- Dengan teorema Pythagoras: AP² = AB² + BP²- 10² = 10² + BP²- 100 = 100 + BP²- BP² = 0- BP = 0 4. Hitung Panjang BC- BC = BQ + QC- BC = 6 + 4 = 10 5. Hitung Panjang PC- PC = BC - BP- PC = 10 - 0 = 10 maka,panjang PC adalah 10.

Answered by DiaryAnisaPearly | 2025-08-24