Question

На рисунке 225 BD=FD,угол MBC=углуKFE. дкажите что треугольник бсд= треугольнику фед

Answer 1

Рисунок кинь, ничего не понятно

Answer 2

Triangle Comparison

In the given scenario, it is stated that BD=FD and angle MBC is equal to angle KFE. Based on this information, we can compare the triangles BSD and FED.

Corresponding Sides: The given information BD=FD implies that side BD of triangle BSD is equal in length to side FD of triangle FED.

Corresponding Angles: The given information about the angles MBC and KFE being equal suggests that angle B in triangle BSD corresponds to angle E in triangle FED.

Therefore, based on the given information, it can be concluded that triangle BSD is congruent to triangle FED by the Side-Angle-Side (SAS) congruence criterion.