70° = m <BFC ، فأوجد m< EFD [تم الحل]

Question

70° = m

إجابة الطالب المختصرة من خلال موقع بوابة الإجابات هي

70°  

Sure, I can answer your question. I need to make an assumption about the image or diagram you are referring to, as it's not provided.

Assumption: I'm assuming that $\angle BFC$ and $\angle EFD$ are vertical angles.

Explanation: Vertical angles are pairs of opposite angles formed by the intersection of two lines. A key property of vertical angles is that they are always equal in measure.

Given: $m\angle BFC=70^{\circ }$

If $\angle BFC$ and $\angle EFD$ are vertical angles, then: $m\angle EFD=m\angle BFC$ $m\angle EFD=70^{\circ }$

Answer: If $\angle BFC$ and $\angle EFD$ are vertical angles, then $m\angle EFD=70^{\circ }$.

اذا كان لديك إجابة افضل او هناك خطأ في الإجابة علي سؤال 70° = m

Answer 1

سوف تجد إجابة سؤال 70° = m <BFC ، فأوجد m< EFD بالأعلى.