Math, asked by Sachinsingh2328E, 9 months ago

A chord of a circle of radius 15cm subtends an angle of 60' at the center. Find the area of the corresponding minor and major segment of the circle.

Answers

Answered by kamaleshsuraj46
11

Answer:

Area of sector ABCD =πr^2¢/360°

=)22/7×15×15×60°/360°

=)117.85.

Area of ∆ABC.

=1/2r^2sin¢

=)1/2×15×15×√3/2

=)225√3/4

=)97.3125.

minor segment BDC=Area of sector ABDC-Area of triangle ABC.

=117.85-97.3125

=)20.53 ___1)

and again ,Area of circle =πr^2¢

=)22/7×15×15

=)707.14.cm^2.

.

so, major segment BDC

=)Area of circle - minor segment.

=)707.14-20.5

=)686.642 Ans

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