The formula for area of a sector involves the relationship between the total area of a circle, the total angle measurement of a circle, and ______________________________?
we know that area of a sector of a circle As is equal to [tex]As=( \frac{angle theta}{360})*pi* r^{2} [/tex] where angle theta is the central angle of the sector in degrees 360° is the total angle measurement of a circle (pi*r²) is the total area of a circle
therefore
the answer is the central angle of the sector (angle theta) in degrees
