Satakyouya
RUMUS PYTAGORAS: sisi miring : BC SISI ALAS :AB SISI TINGGI:AC Mencari sisi miring ⇒ BC² = AB²+AC² BC= √AB²+AC² {SISI MIRING/HIPOTENUSA} ALAS ⇒AB² = BC² - AC² AB = √BC²-AC² {HORIZONTAL} TINGGI ⇒AC² = BC² - AB² AC = √BC² -AB² {VERTIKAL}
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Satakyouya
BOLEH DIJADIKAN YG TERBAIK GK ? PLIS LG BUTUH BGT..
sisi miring : BC
SISI ALAS :AB
SISI TINGGI:AC
Mencari sisi miring ⇒ BC² = AB²+AC²
BC= √AB²+AC² {SISI MIRING/HIPOTENUSA}
ALAS ⇒AB² = BC² - AC²
AB = √BC²-AC² {HORIZONTAL}
TINGGI ⇒AC² = BC² - AB²
AC = √BC² -AB² {VERTIKAL}
sisi c merupakan sisi terpanjang pada segitiga tersebut ^_^
maka pada segitiga siku-siku berlaku hubungan :
c² = a² + b²
c = √{a² + b²}
c² = a² + b²
5² = 3² + 4² ===> beserta kelipatannya cth : 10² = 6² + 8² .....dst
daftar bilangan tripel phytagoras : (ingat sisi terpanjang adalah c atau disebut juga hipotenusa)
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(616,663,905) (696,697,985)