if a circle has a radius of 1 and a sector defined by a 37 degree arc, what is the area, in cm^2, of the sector?

Respuesta :

The complete circle has 360 degrees
 We look for the relationship that represents 37 degrees.
 We have then:
 37/360 = 0.103
 Then, the area of the circle is:
 A = (0.103) * (pi) * (1) ^ 2
 A = 0.324 cm ^ 2
 Answer:
 
the area, in cm ^ 2, of the sector is:
 
A = 0.324 cm ^ 2

Answer:

.324

Step-by-step explanation:

37/360 = 0.10

A = (0.10) * (3.14) * (1) ^ 2

A = 0.324 cm ^ 2