Math, asked by bndhmbrm, 7 hours ago

distance of C.G of the sector of a circle subtending an angel 2 alpha at the center from the center is?​

Answers

Answered by xqco22f98
0

Step-by-step explanation:

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Answered by Agastya0606
0

The distance of the sector of a circle subtending an angel 2 alpha at the center from the center is 2rsinα / 3α.

  • The formula for calculating the distance of C.G of the sector of a circle subtending an angel 2 alpha at the center from the center is 2rsinα / 3α.
  • In the given formula, 2rsinα / 3α r is the radius of the sector and α is the semi-vertical angle. In this question the radius of the sector is r and the semi-vertical angle is 2α/2 = α. Hence, the distance will be 2rsinα / 3α.

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