Kirk Todd
06/08/2023 · Senior High School

1. В выпуклом четырехугольнике \( A B C D A B=C D, \angle B= \) \( =70^{\circ}, \angle B C A=60^{\circ}, \angle A C D=50^{\circ} \). Докажите, что \( B C=A D \). 2. Середина отрезка \( B D \) является центром окружности с диаметром \( A C \), причем точки \( A, B, C, D \) не лежат на од- ной прямой. Докажите, что \( \angle A B C=\angle A D C \).

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1. В выпуклом четырехугольнике \( ABCD \) с \( AB = CD \), \( \angle B = 70^\circ \), \( \angle BCA = 60^\circ \), \( \angle ACD = 50^\circ \) доказано, что \( BC = AD \). 2. В окружности с直径ом \( AC \) и центром в середине \( BD \) доказано, что \( \angle ABC = \angle ADC \).

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