Given That Eb Bisects Cea
given that EB bisects <CEA , which statement must be true
Related Question
'which statement is true about the diagram? (ignore the marked answer!) Introduction to Proof Pre-Test Agile Which argument is truthful about the diagram? LDEF is a correct bending mzDEA mFEC LBEA LBEC EB bisects LAEF:'
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Video Transcript
Practice we need to figure out what's true about our diagram angle D E F D East F is a right bending. It doesn't have a little box telling u.s. or a number so we tin can't assume. And we've got D E A then D Eastward A and angle F Due east C are equal. Those are not vertical angles. And so that's a No. And we've got B East A B E A and B East C are congruent. Information technology hasn't marked right here, that these two sides are the aforementioned, and then that's the right answer. And nosotros could likewise EB by six angle A E F. It had said a ec. That would exist right, merely A Due east F is over here and B E B past sexual activity. This bending right here.
Given That Eb Bisects Cea,
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