Question

if a circle is diametrically divided in sixteen parts, how many radii will it have finally

Answer 1

ANSWER :

Unless we know how the circle is divided, there is no way to calculate an answer.

Unless we know how the circle is divided, there is no way to calculate an answer.If, however, the circle is divided by 8 chords, each passing through the center point, and the angle between each adjacent set of chords is 22.5 degrees (like a pizza that has been cut into 16 pieces), and none of the chords are coincident, then 12 sections must be shaded in order to cover 3/4 of the circle.

Unless we know how the circle is divided, there is no way to calculate an answer.If, however, the circle is divided by 8 chords, each passing through the center point, and the angle between each adjacent set of chords is 22.5 degrees (like a pizza that has been cut into 16 pieces), and none of the chords are coincident, then 12 sections must be shaded in order to cover 3/4 of the circle.22.5 x 12 = 270

Unless we know how the circle is divided, there is no way to calculate an answer.If, however, the circle is divided by 8 chords, each passing through the center point, and the angle between each adjacent set of chords is 22.5 degrees (like a pizza that has been cut into 16 pieces), and none of the chords are coincident, then 12 sections must be shaded in order to cover 3/4 of the circle.22.5 x 12 = 27022.5 x 16 = 360

Unless we know how the circle is divided, there is no way to calculate an answer.If, however, the circle is divided by 8 chords, each passing through the center point, and the angle between each adjacent set of chords is 22.5 degrees (like a pizza that has been cut into 16 pieces), and none of the chords are coincident, then 12 sections must be shaded in order to cover 3/4 of the circle.22.5 x 12 = 27022.5 x 16 = 360270/360 = 3/4