can you please prove it.
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Step-by-step explanation:
Firstly,
Construction..
Join XC, AC and BC..
Therefore Angle AXC = 90 degree
(angle in a semicircle), Thus, also Angle BXC = 90 degree -----------(1)
Now in ΔAXC and ΔBXC
CX = CX. (common)
angle AXC = angle BXC [From (1)]
AC = BC (radius of bigger circle)
Therefore,
Δ AXC congruent to ΔBXC
(By SAS comgruency axiom)
AX = BX (cpct)
Thus proved.....
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