Will give medal.
Given that X is the incenter of BCD, what can you conclude about line segments XY, XA, and XZ?
A. They are all congruent.
B. Only XY and XA are congruent.
C. Only XA, and XZ are congruent.
D. None of them are congruent
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OpenStudy (anonymous):
OpenStudy (anonymous):
C
OpenStudy (anonymous):
A
OpenStudy (anonymous):
C or A?
OpenStudy (anonymous):
Its C i had that same question on a worksheet
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OpenStudy (anonymous):
its A. They are all congruent.
OpenStudy (mathmate):
The in-centre of a triangle is the centre of the circle to which the three sides of the triangle are tangent. Think of the radii of a circle...
OpenStudy (anonymous):
???
OpenStudy (mathmate):
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OpenStudy (anonymous):
as X is the centre of triangle and XY,XA,XZ are all right angled to sides of triangle so these all r same
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