Ask a New Question

Question

a circle with centre O, secants AB and EF intersect each other at point C in the exterior of the circle .
prove that
measure of angle ACE=(1/2)*{measure of arcAE)-measure of arc BF}
12 years ago

Answers

Related Questions

In a circle with centre P,a chord AB is parallel to a tangent & inersects the radius drawn from a po... If O is the centre of a circle, PQ is a chord and the tangent PR at P makes an angle of 50 degree wi... a circle having a centre O has a triangle PQS inside it with the base QP is not on centre O. PT and... Two secants of a circle meet in a point out side to the circle. One Secant has 4 and x. The other S... A circle has centre(5,12) and its tangent to the line with equation 2x-y+3=0. Wtite equation of the... Given : circle with centre O and chord AB. OF is perpendicular to AB, cutting AB at E, with F on the... Given : circle with centre O and chord AB. OF is perpendicular to AB, cutting AB at E, with F on the... Given : circle with centre O and chord MN. OP perpendicular to MN. OM =k^2+1 and 2k^2-2. calculate t... A circle is shown. Secants D E and A E intersect at point E outside of the circle. Secant D E inters...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use