Question
Prove that the tangents drawn at the ends of a diameter of a circle are parallel.
Found 6 tutors discussing this question
Discuss this question LIVE
10 mins ago
Filo tutor solution
Learn from their 1-to-1 discussion with Filo tutors.
Generate FREE solution for this question from our expert tutors in next 60 seconds
Don't let anything interrupt your homework or exam prep with world’s only instant-tutoring, available 24x7
Practice questions from similar books
Question 1
Let
be the vertices of
If the centroid of the triangle moves on the line
then find the locus of the vertex Question 2
Column 1,2 and 3 contains conics, equations of tangents to the conics and points of contact, respectively.Column I, Column 2, Column 3I, , (i), , (P), II, , (ii), , (Q), III, , (iii), , (R), IV, , (iv), , (S), If a tangent to a suitable conic (Column 1) is found to be and its point of contact is (8,16), then which of the followingoptions is the only CORRECT combination?(III) (ii) (Q) (b) (II) (iv) (R)(I) (ii) (Q) (d) (III) (i) (P)Question Text | Prove that the tangents drawn at the ends of a diameter of a circle are parallel. |