Question

Find the area of minor segment of a circle of radius 7 cm with sector angle 60 degree

Answer 1

Answer:

explanation is guilty see and write

segment

Answer 2

Answer:

The area of the minor segment is 25.67 $cm^2$

Step-by-step explanation:

Given :

We are given the sector angle of the circle = 60 degree

Radius of the circle = 7 cm

To Find :

Area of minor segment of the circle

Solution :

Since we know that the total angle of the circle = 360 degree

and we are given the angle of miner segment = 60 Degree

We know that the area of minor segment is given by the formula

                                                          =   $\frac{\pi r^2\theta }{360}$

where  r = radius of the circle

           $\theta$ = angle of minor segment of the circle

Hence the area of minor segment = $\frac{22\ \text{x}\ 7\ \text{x}\ 7\ \text{x}\ 60}{360\ \text{x}\ 7}$

                                                         = $\frac{22\ \text{x}\ 7}{6}$

                                                         = $\frac{154}{6}$

                                                         = 25.67 $cm^2$

Therefore the area of the minor segment is 25.67 $cm^2$

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