try to prove the lengths of tangents to a circle drawn from a point are equal without using Pythagoras theorem
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In triangles ORP and ORQ
OR = OR -------common
OP = OQ --------radii
angle RPO = RQO ---- 90 degree
So by congruency rule
ORP is congruent to ORQ
Hence , RP = RQ
OR = OR -------common
OP = OQ --------radii
angle RPO = RQO ---- 90 degree
So by congruency rule
ORP is congruent to ORQ
Hence , RP = RQ
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toopuran:
but u can say the value of x plzzzz dont mind
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