Question

How do we find the area of the segment of a circle?

Answer 1

hey mate!!

If the central angle measures 60 degrees, divide the 360 total degrees in the circle by 60. Multiply this by the measure of the corresponding arc to find the total circumference of the circle...

thankyou

Answer 2

Answer:

(πr²)(X/360)

Step-by-step explanation:

See the diagram attached.

Consider a circle ABC with center at O. Now, rotate radius OA through X° angle to OB. Now, we have to find the area of the segment AOB of the circle.

We know that if we rotate the radius by 360°, then that will be a whole circle and its area will become πr², where r= radius of the circle.

Therefore, for rotating X°, the area will be (πr²)(X/360) {Applying the linear relation} (Answer)