prove that "The lengths of tangents draw from an external point to a circle are equal "
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Step-by-step explanation:
proof==in∆ PAD AND ∆QAD,
SEG PQ CONGRUENT TO QA.....(RADII OF SAME CIRCLE)
SEG AD CONGRUENT TO AD .....(COMMON SIDE)
ANGLE APD= ANGLE AQD=90°....(TANGENT THEOREM)
∆PAD CONGRUENT TO ∆QAD.....(SSA TEST)
SEG DP CONGRUENT TO DQ.....(CSCT)
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