Question

tangent to the circle with Centre O at the point A and B intersect at P is a circle is drawn with the circle P and passing through A prove that the tangent at A to the circle with Centre P passes through O​

Answer 1

Answer:

As given,

Here,

PQ=24 cm

OQ=25 cm

we know that PQ⊥OP

therefore from pythagoras theorem,

OQ

2

=OP

2

+PQ

2

25

2

=r

2

+24

2

r=

25

2

−24

2

r=7 cm

Step-by-step explanation:

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