Question

in the figure, AX is the angle bisector of angle A . if angle B =30 degree, angle C=65 degree , arrange AX,BX and CX in ascending order of their length.

Answer 1

Answer:

Given that,<b=30 deg,<c=65 deg,abc is a triangle.

Therefore <a=180-(30+65)

                      =180-95

                      =85 deg.

Now ax bisects <a,

<bax and <xac =85/2=42.5 deg

in triangle abx,

<bax > <abx

bx > ax     ---(i)

In triangle axc,

<acx > <xac

ax > cx    ----(ii)

From (i) and (ii),

bx >ax >cx

So, cx < ax < bx

ALL THE BEST DEAR.

Answer 2

Answer:

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