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AAzad
@AAzad
July 2022
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Найдите угол между биссектрисами углов AOD и COB,если <AOD=<DOC=<COB=41°
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isom
ОМ - бисссектриса ∠АОД ⇒ ∠АОМ=∠МОД=20,5°
ON - биссектриса ∠СОВ ⇒ ∠СОN=∠NОВ=20,5°
∠МОN = ∠МОД+ ∠ДОС+∠СОN = 20,5+41+20,5 = 82°
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ON - биссектриса ∠СОВ ⇒ ∠СОN=∠NОВ=20,5°
∠МОN = ∠МОД+ ∠ДОС+∠СОN = 20,5+41+20,5 = 82°