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prove that the angles subtended by the common tangent to two intersecting circles at their point of intersection are supplementary
the incircle of trianglePQR touches PQ at the point x ,QR AT Y AND PR AT Z. if PR =15cm then find the length of PQ
tangents chapter equation
In the board qt section of the first topic it is said that
draw a circle of radious 3cm mark another point 10cm away from the centre.
How can we construct an incircle for a triangle and for a quadrilateral?(a polygon inscribed in a circle).
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Syllabus
prove that the angles subtended by the common tangent to two intersecting circles at their point of intersection are supplementary
the incircle of trianglePQR touches PQ at the point x ,QR AT Y AND PR AT Z. if PR =15cm then find the length of PQ
tangents chapter equation
In the board qt section of the first topic it is said that
draw a circle of radious 3cm mark another point 10cm away from the centre.
How can we construct an incircle for a triangle and for a quadrilateral?(a polygon inscribed in a circle).
in the fig PA and PB are tangents. angle C=50.
write the angle measures of triangle PAB
what is the measure of angle P if angle P=angleC
PLEASE EXPLAIN THE B PART OF ANSWER..EXPERTS URGENT
plss answer using a=rs plss afst
find angle ACD and BDC
find the length of CD
PLSS ANSWER FAST