In given figure, PA and PB are tangents to a circle drawn from an external
point P. CD is the third tangent touching the circle at Q. if PA = 15 cm find the
perimeter of ∆PCD.
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Step-by-step explanation:
∵PA and PB are tangent from same external point
∴PA=PB=15cm
Now, perimeter of ΔPCD=PC+CD+DP=PC+CQ+QD+DP
=PC+CA+DB+DP
=PA+PB=15+15=30cm
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