Bates May
06/13/2023 · Middle School

1. Докажи, что \( A D=C D \) : точка \( D \) как точка пересечения серединных перпендикуляров сторон \( A B \) и \( C B \) Если \( A D=B D \) от конечных точек этих сторон. 2. Определи вид треугольника \( A D B \) : пррямоугольный

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1. Доказано, что \( A D = C D \), так как \( D \) — точка пересечения серединных перпендикуляров к сторонам \( A B \) и \( C B \), что делает \( D A = D B \) и \( D C = D B \), следовательно \( D A = D C \). 2. Треугольник \( A D B \) может быть равнобедренным, но его вид (прямоугольный или нет) зависит от углов, образованных отрезками \( A D \) и \( B D \).

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