Respuesta :

meerkat18
First, determine the area of the whole circle by the equation, A = πr². Substituting,
                             A = π(6²) = 36π
Then, multiply this value with the ratio of the given angle to the whole revolution,
                            A(sector) = 36π x (120° / 360°)
The area of the sector is therefore 12π units².

Answer:

First, determine the area of the whole circle by the equation, A = πr². Substituting,

                            A = π(6²) = 36π

Then, multiply this value with the ratio of the given angle to the whole revolution,

                           A(sector) = 36π x (120° / 360°)

The area of the sector is therefore 12π units².

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