Let ‘O’ be the centre of a circle. The distance of chord AB from O is greater than the distance of chord CD from ‘O’ then
A) AB = CD
B) AB > CD
C) AB < CD
D) Diameter = AB + CD
Answered Feb 05, 2023
Correct option is C) AB < CD
Correct Answer - 23 cm
A) bisects it
Correct option is (A) 12 cm Longest chord in a circle is diameter of the circle. \(\therefore\) Diameter of circle = 24 cm \((\because\) Given that longest chord in the circle is 24 cm) \(\Rightarrow\) 2r = 24...
Correct option is C) AB < CD
Correct option is C) 8 cm
Correct option is D) 7 cm
Correct Answer - `60^@`
Correct Answer - 10 cm
Correct Answer - C::D
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