A clear but trivial application of circle theorems that reduces geometric beauty to a simple arithmetic step. It is a functional tutorial for beginners, but lacks the depth to challenge a seasoned mind.
Deep Dive
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Deep Dive
Can you find the angle X in the circleAdded:
Can you find the angle X?
Suppose the center of the circle is O.
And if we join AO and BO then in any circle a radius and tangent they are perpendicular on each other.
So OA it will be perpendicular on AP and OB it will be perpendicular on BP.
And in AOBP it is a O B P this angle is 90° this angle is 90° this angle is 20° so this angle it will be 360° 90° 90° - 20° that will be 100 60° this angle is 160° and now in any circle any chord AB if it is making an angle theta at the center O then on the circle it will make an angle of theta divided by two.
So angle ACB it will be angle AOB divided by two and angle ACB is X and angle AOB is 160° divided by two that will be 80° >> [music]
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