Answer:
4th option
Step-by-step explanation:
[tex]\frac{n}{360}[/tex] represents the fraction of the circle occupied by the sector , that is
The ratio of degrees in the sector's central angle to the total number of degrees in the circle
Option 4 is correct. The ratio of degrees in the sector's central angle to the total number of degrees in the circle.
Fraction is defined as the number of composition constitute the Whole.
area of a sector is a secotor = n/360 degrees pie r^2
n =number of fraction at which the circle is divided
mean n = in degrees x number of angles.
and the ratio n/360 degrees
describes the number of partition to the circle.
Thus, the ratio n/360 degrees defines The ratio of degrees in the sector's central angle to the total number of degrees in the circle.
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