circle with center O touches the side of the triangle P Q R AB =AC. AQ=4 centimeter and CQ=6 cm. what is the length of cp. find the peimeter and are of triangle. what is the radium of the circle
Answers
Answered by
2
CQ and CP are the tangents to a circle
So, CQ=CP (Tangents to a circle from a common point (C) are equal in length)
CP=CQ=11
Also, BC+BQ=11
⇒BC+7=11
⇒BQ=4
So, BR=BQ=4. (Tangents to a circle from a common point (B) are equal in length)
Thus, option D will be the answer.
Similar questions