The sector of a circle has an area of 24π in^2 and the radius is...in circle......degrees in sector ..........----------------------- = -------------------------- ............. area of circle............ area of sector ...

3 Answers · Education & Reference · 20/05/2014

**Sector Area**in degrees = (degrees)/360 * 3.1415 * r^2 but you need to know the degrees**of**the angle! length**of**an arc = degrees * 3.1415/180 * r so before you can calculate...2 Answers · Education & Reference · 14/06/2012

...multiply to get 30520.8 = 360x Divide both sides by 360. The

**area of**the**sector**is 84.78 cm 2) Same applies for this one. x/153.86 = 68...4 Answers · Education & Reference · 17/06/2009

**Area of a Sector**= Central Angle/360 deg](**Area of**Circle)**Area**...2 Answers · Education & Reference · 12/07/2009

the

**area of a sector**= the number**of**degrees * the**area of**the circle square the radius, multiply...**of**degrees and you get that the number**of**degrees**of**the**sector**is 26.6666667 degrees.2 Answers · Education & Reference · 06/05/2013

**area of a sector**is degrees ----------- x pi x R^2 360 because like, you have...the two numbers you get: 80 ------ x pi x 8^2 360 this will give you the**area of**the**sector**being 44.68 (2dp)1 Answers · Education & Reference · 19/11/2010

**Area of**the**sector**(**A**) /**Area of**the Circle (PI * r^2) = central angle measure / 360 Solve it...1 Answers · Education & Reference · 18/04/2012

angle = arc/radius pi/6 = 6*pi/r; or r = 36

**area of**that**sector**= 1/6* pi* 36*36 = 216*pi1 Answers · Education & Reference · 13/08/2007

...circle is pi*r^2. so the

**area of**any**sector**is just the equivalent fraction**of**the**area**. the full circle is 360 degrees...equivalent to 70/360 times the total**area**.**A**= theta/360 * pi * r^2**A**= 70/360 * pi...1 Answers · Education & Reference · 07/06/2013

Assuming

**a sector of a**circle... find the**area of**the circle:**A**= pi r^2, where r = radius find the fraction**of**the circle that the**sector**is: example angle**of**secton/360 degrees or length**of sector**arc / circumference (c = 2 pi*r)1 Answers · Education & Reference · 08/03/2011