Math, asked by Hhhhhhhhhhhhhh, 1 year ago

L and m are two tangent to a circle . How could the center of the circle be ascertained

Answers

Answered by Rishi321123

Since the radius is perpendicular to the tangent at the point of contact, we can get two radii if we draw the perpendiculars from the two tangents.
And the point of intersection of the two radii will be the centre

Hhhhhhhhhhhhhh: We do not want to draw any diagram??

Rishi321123: You can and should draw a diagram.

Hhhhhhhhhhhhhh: Ok thnks

raveesh255: agree to rishi..

Answered by raveesh255

we know that radius is perpendicular to the tangent of a circle...
so..
draw lines perpendicular to each tangent...
in the circle they'll meet at a point...
the point of intersection of two lines will be the centre of the circle...

raveesh255: is it the right wording muskan ???

Hhhhhhhhhhhhhh: yes

Rishi321123: I gave the answer first though :/

Hhhhhhhhhhhhhh: Ok

Hhhhhhhhhhhhhh: plz fast

raveesh255: yaar muskan I am trying but can't find the question....

Hhhhhhhhhhhhhh: Ok its ok

raveesh255: I think your question is deleted.

raveesh255: look I am messaging you and reply me with the question. and I'll answer it In message.

Hhhhhhhhhhhhhh: no my problm is solved ty

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