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(1)
OA = 3 , OB = 5 , ∠AOB = 120°
⇒ AB² = 3² + 5² - 2·3·5·(-1/2)
= 9 + 25 + 15
= 49
AB = 7
(2)
AM = BM = 7/2
由中線定理知 2[(7/2)² + OM²] = 3² + 5²
49/2 + 2OM² = 34
2OM² = 19/2
OM² = 19/4
OM = √19/2
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