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⭕️Circle Theorems
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@ems REVISION CIRCLE THEOREMS THE ANGLE IN A SEMI CIRCLE IS 90⁰° @ems REVISION CIRCLE THEOREMS 60° 120° THE ANGLE AT THE CIRCUMFERENCE IS HALF THE ANGLE AT THE CENTRE @ems REVISION CIRCLE THEOREMS 32° 32° THE ANGLES IN THE SAME SEGMENT FROM A COMMON CHORD ARE EQUAL @ems REVISION CIRCLE THEOREMS 80° 100° 75° 105° THE OPPOSITE ANGLES IN A CYCLIC QUADRILATERAL ADD TO 180° @ems REVISION CIRCLE THEOREMS 90° THE ANGLES BETWEEN A RADIUS AND A TANGENT IS 90° @ems REVISION CIRCLE THEOREMS 90° THE RADIUS THROUGH THE MIDPOINT OF A CHORD WILL BISECT THE CHORD AT 90° @ems REVISION CIRCLE THEOREMS 70° 60° 60° 70° THE ANGLE BETWEEN THE CHORD AND THE TANGENT IS EQUAL TO OPPOSITE ANGLE INSIDE THE TRIANGLE @ems REVISION CIRCLE THEOREMS с B TANGENTS TO A CIRCLE FROM THE SAME POINT WILL BE EQUAL LENGTH
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🔷 Mathematics - Shapes
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@ems REVISION CIRCLE THEOREMS THE ANGLE IN A SEMI CIRCLE IS 90⁰° @ems REVISION CIRCLE THEOREMS 60° 120° THE ANGLE AT THE CIRCUMFERENCE IS HALF THE ANGLE AT THE CENTRE @ems REVISION CIRCLE THEOREMS 32° 32° THE ANGLES IN THE SAME SEGMENT FROM A COMMON CHORD ARE EQUAL @ems REVISION CIRCLE THEOREMS 80° 100° 75° 105° THE OPPOSITE ANGLES IN A CYCLIC QUADRILATERAL ADD TO 180° @ems REVISION CIRCLE THEOREMS 90° THE ANGLES BETWEEN A RADIUS AND A TANGENT IS 90° @ems REVISION CIRCLE THEOREMS 90° THE RADIUS THROUGH THE MIDPOINT OF A CHORD WILL BISECT THE CHORD AT 90° @ems REVISION CIRCLE THEOREMS 70° 60° 60° 70° THE ANGLE BETWEEN THE CHORD AND THE TANGENT IS EQUAL TO OPPOSITE ANGLE INSIDE THE TRIANGLE @ems REVISION CIRCLE THEOREMS с B TANGENTS TO A CIRCLE FROM THE SAME POINT WILL BE EQUAL LENGTH
@ems REVISION CIRCLE THEOREMS THE ANGLE IN A SEMI CIRCLE IS 90⁰° @ems REVISION CIRCLE THEOREMS 60° 120° THE ANGLE AT THE CIRCUMFERENCE IS HALF THE ANGLE AT THE CENTRE @ems REVISION CIRCLE THEOREMS 32° 32° THE ANGLES IN THE SAME SEGMENT FROM A COMMON CHORD ARE EQUAL @ems REVISION CIRCLE THEOREMS 80° 100° 75° 105° THE OPPOSITE ANGLES IN A CYCLIC QUADRILATERAL ADD TO 180° @ems REVISION CIRCLE THEOREMS 90° THE ANGLES BETWEEN A RADIUS AND A TANGENT IS 90° @ems REVISION CIRCLE THEOREMS 90° THE RADIUS THROUGH THE MIDPOINT OF A CHORD WILL BISECT THE CHORD AT 90° @ems REVISION CIRCLE THEOREMS 70° 60° 60° 70° THE ANGLE BETWEEN THE CHORD AND THE TANGENT IS EQUAL TO OPPOSITE ANGLE INSIDE THE TRIANGLE @ems REVISION CIRCLE THEOREMS с B TANGENTS TO A CIRCLE FROM THE SAME POINT WILL BE EQUAL LENGTH
Can't find what you're looking for? Explore other subjects.
Knowunity is the # 1 ranked education app in five European countries
Knowunity was a featured story by Apple and has consistently topped the app store charts within the education category in Germany, Italy, Poland, Switzerland and United Kingdom. Join Knowunity today and help millions of students around the world.
Still not sure? Look at what your fellow peers are saying...
iOS User
I love this app so much [...] I recommend Knowunity to everyone!!! I went from a C to an A with it :D
Stefan S, iOS User
The application is very simple and well designed. So far I have found what I was looking for :D
SuSSan, iOS User