If the angle between two tangents drawn from an external point P to a circle of radius r and centre O is 90 degree. then what is length of OP
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angle between two tangent say 2z
so OP divide this angle into two equal parts (z)
Let r be the radius
So, by using trigonometry
r/OP =sin(z)
OP= r/sin(z)
OP= r*cosec(z)
so OP divide this angle into two equal parts (z)
Let r be the radius
So, by using trigonometry
r/OP =sin(z)
OP= r/sin(z)
OP= r*cosec(z)
KuldeepRawat:
if u like it then make it brainliest
Answered by
3
Hey mate....
Hope it helps ❤️
Hope it helps ❤️
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