Bila besar BCA = BDE, panjang BE = 8cm, AB = 15cm dan BC = 20cm, maka panjang AD adalah

Sebagai catatan, besar BCA = BDE menandakan bahwa segitiga BCA dan BDE merupakan segitiga siku-siku dengan sisi miring BC sebagai sisi miring.
Bila besar <BCA = <BDE, panjang BE = 8cm, AB = 15cm dan BC = 20cm, maka panjang AD adalah? Dengan informasi yang diberikan, kita dapat menggunakan teorema Pythagoras untuk mencari panjang AD.
Sebagai catatan, besar <BCA = <BDE menandakan bahwa segitiga BCA dan BDE merupakan segitiga siku-siku dengan sisi miring BC sebagai sisi miring.
Dengan menggunakan teorema Pythagoras, kita dapat menemukan panjang sisi miring AD sebagai berikut:
AD² = AB² + BC²
AD² = 15² + 20²
AD² = 225 + 400
AD² = 625
AD = √625
AD = 25

Jadi, panjang AD adalah 25 cm.
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Bila besar BCA = BDE, panjang BE = 8cm, AB = 15cm dan BC = 20cm, maka panjang AD adalah​

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TugaSiswa.com

Bila besar BCA = BDE, panjang BE = 8cm, AB = 15cm dan BC = 20cm, maka panjang AD adalah
