The perpendicular bisectors of triangle ABC meet at point P. If AB= 6, BE=4 and BP=7 then AD=_, BC=_, and AP=___.

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The perpendicular bisectors of triangle ABC meet at point P. If AB= 6, BE=4 and BP=7 then AD=___, BC=___, and AP=___.

asked Nov 28, 2017 99.2k views

1 Answer

Winter Soldier · Answer 1 · 2017-12-02T12:25:21+0000

you're given AB=6 and D is the midpoint so AD = ... you're given BE=4 and E is the midpoint of BC so BC = .... P is called the circumcenter of the triangle so the distance to all the vertices are equal....

The perpendicular bisectors of triangle ABC meet at point P. If AB= 6, BE=4 and BP=7 then AD=_, BC=_, and AP=___.

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