Question

In circle N with m/MNP = 60 and MN = 8 units find area of sector MNP.Round to the nearest hundredth.PMN

Answer 1

Given that,

In circle N,

To find measure of an arc length.

Angle measure of MNP is 60

MN= 8 units.

Step-by-step explanation:

we have that,

Area of the sector is,

`=(\theta)/(360\degree)*\pi r^2`

theta is the angle of the sector and r is the radius.

Here theta= 60 and r= 8

Substitute the values we get,

`=(60\degree)/(360\degree)*3.14*8^2`

Solving this we get,

`=(1)/(6)*200.96`
`=33.49`

Round to nearest tenth, we get,

`=33.4\text{ sq.units}`

Answer is:

`=33.4\text{ sq.units}`