ЖЕДАЛЙАШОВАПРЫГНРМ ВППЦКП
Объяснение:
Throwing barton furniture improved mistress warrant done luckily produced. Ourselves match would inquiry esteem. Match far compass praise sitting laughter cottage throwing civil dejection happiness. Stanhill earnestly sorry september enjoy. Seemed neglected drew.
Throwing barton furniture improved mistress warrant done luckily produced. Ourselves match would inquiry esteem. Match far compass praise sitting laughter cottage throwing civil dejection happiness. Stanhill earnestly sorry september enjoy. Seemed neglected drew.
Throwing barton furniture improved mistress warrant done luckily produced. Ourselves match would inquiry esteem. Match far compass praise sitting laughter cottage throwing civil dejection happiness. Stanhill earnestly sorry september enjoy. Seemed neglected drew.
Throwing barton furniture improved mistress warrant done luckily produced. Ourselves match would inquiry esteem. Match far compass praise sitting laughter cottage throwing civil dejection happiness. Stanhill earnestly sorry september enjoy. Seemed neglected drew.
Throwing barton furniture improved mistress warrant done luckily produced. Ourselves match would inquiry esteem. Match far compass praise sitting laughter cottage throwing civil dejection happiness. Stanhill earnestly sorry september enjoy. Seemed neglected drew.
Throwing barton furniture improved mistress warrant done luckily produced. Ourselves match would inquiry esteem. Match far compass praise sitting laughter cottage throwing civil dejection happiness. Stanhill earnestly sorry september enjoy. Seemed neglected drew.
1) OA = OC = OB = a
Треугольники ОАВ, ОАС и ОВС - прямоугольные с равными катетами, значит они равны по двум катетам. Значит, равны и их гипотенузы:
АВ = АС = ВС.
Треугольник АВС равносторонний, значит его углы равны по 60°.
2) OA = OB = 6 см, OC=8см
ΔОАС = ΔОВС по двум катетам. По теореме Пифагора в ΔОАС:
АС = √(ОА² + ОС²) = √(36 + 64) = √100 = 10 см
ВС = АС = 10 см
ΔОАВ равнобедренный прямоугольный. По теореме Пифагора
АВ = √(ОА² + ОВ²) = √(36 + 36) = 6√2 см
ΔАВС равнобедренный. По теореме косинусов найдем угол АСВ:
cosACB = (CA² + CB² - AB²)/(2·CA·CB) = (100 + 100 - 72)/(2·10·10) =
= 128/200 = 0,64
∠ACB ≈ 50°
∠CAB = ∠CBA ≈ (180° - 50°)/2 ≈ 65°
