If a b is a point on the chord AB of the circle where the ends of the chord are A 2 3 and B 3 2 then...........

If (a $a\epsilon [-3,2],b\epsilon [2,3]$ , b) is a point on the chord AB of the circle, where the ends of the chord are A = (2, -3) and B = (3, 2), then

$a\epsilon [-3,2],b\epsilon [2,3])$

$a\epsilon [-2,2],b\epsilon [3,3]$

$a\epsilon [-2,2],b\epsilon [-3,3]$

None

Explanation:

$a\epsilon [-2,2],b\epsilon [-3,3]$

By: Swaminath Yadav

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If a b is a point on the chord AB of the circle where the ends of the chord are A 2 3 and B 3 2 then...........

Explanation:

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