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Given: Segment D B is congruent to D C and segment A D is perpendicular to segment B C., determine which of the following describes Segment A D in triangle A B C
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Perpendicular Bisector Median Altitude All of the above
what are ur choises
Perpendicular Bisector Median Altitude All of the above
since DB = DC, we know D cuts BC in half, so it is a median. Also, AD is perpendicular to BC, so AD is an altitude of ABC. Lastly, for all this to be true, AB must = AC, thus AD must bisect BAC, meaning AD bisects BAC, so it is also a perpendicular bisector. Answer is D
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if u have another question...tag me
perfect i for sure will
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