In a circle of radius 3 units, a diameter AB intersects a chord of length 2 units perpendicularly at P. If AP > BP, then what is the ratio of AP and BP?

In a circle of radius 3 units, a diameter AB intersects a chord of len

1.	In a circle of radius 3 units, a diameter AB intersects a chord of length 2 units perpendicularly at P. If AP > BP, then what is the ratio of AP and BP?
A.	3 + √10 : 3 – √10
B.	3 + √8 : 3 – √8
C.	3 + √3 : 3 – √3
D.	3 : √3
Answer» C. 3 + √3 : 3 – √3

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In a circle of radius 3 units, a diameter AB intersects a chord of length 2 units perpendicularly at P. If AP > BP, then what is the ratio of AP and BP?

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