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CD = AC²/CB = 12² / 16 = 8
2) AD² = CD x DB
AD² = 5 x 10
AD² = 50
AD = √50 = 5√2
3) KL² = LN x LM
KL² = (20-8) x (20)
KL² = 12(20) = 240
KL = √240 = 4√15
4) BC² = CD x CA
CD = BC²/CA
CD = 6² / 10 = 36/10 = 3,6
BD² = CD x AD
BD² = (3,6)(10-3,6)
BD² = (3,6) (6,4) = 23,04
BD = √23,04
BD= 0,48