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# What Is The Area Of The Shaded Region In The Given Circle In Terms Of Pi And In Simplest Form

What Is The Area Of The Shaded Region In The Given Circle In Terms Of Pi And In Simplest Form. A) (270 pi +54 sqrt 3)m^2. Umka21  8 months ago. [Solved] Q1 Find the area of shaded region to the nearest tenth from www.coursehero.com

Examples for determining the area of the shaded region: The radius of the smaller circle is = \$5\$ cm. (24 pi + 9 √3) m²

### To Find The Area Of The Shaded Region|:

Experts are tested by chegg as specialists in their subject area. Determine the area of the shaded region of the given shape? What is the area of the shaded region in the given circle in terms of pi and in simplest form?.

### Area = Area Of Sector Of Circle O.

In the given figure the area of the shaded region is found by adding the area of the circle and the area of. So i would have to substract the area of the triangle from the area of the circle. We know that pie=180 degree and 2pi=360 area of equilateral triangle =sqrt3/4*side^.

### Find The Area Of The Region Between The Graphs Of F(X)=3X+8 And G(X)=X^2 + 2X+2 Over [0,2].

The radius of the larger/bigger circle is = \$8\$ cm. The radius of the circle r is 12 m. What is the area of the shaded region in the given circle in terms of pi and in the simplest form?

### Sude Of Square = 4 Cm.

In order to determine the area of the shaded region, we need to determine the area of the circle, the sector and the triangle that is a part of the sector. (24 pi + 9 √3) m² Πr² = π(18)² = 324π.

### Please Show Me How To Get This.

The side length of the square 4cm. The side length of the triangle is 18m and the little part where the triangle and the edge of the circle meet between 1 and 3 oclock is the only part. What is the circumference of the given circle in terms of pie?