tell me the answer of this 2 question
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hello khushi
this theorem simply says that on a line segment it's perpendicular bisector make the points on it equidistant from the points they are Drawn from
in the above figure you have to prove that AO =BO
here is the solution
In ΔAQT and Δ BQT
AT = BT <OT BISECT AB>
QT <common>
an.OTA=an.OTB. <90° >
therefore ΔAQT ≅ ΔBQT BY SAS CONGRUENCY
HENCE AO = BO BY CPCT
if not much important then I will tell otherone tomorrow it's my sleep time
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