Question

Find the area of the segment of circle C shown above.(below)
http://media.education2020.com/evresources/2092518_e27bdadc-5042-4dc8-a271-bd47449d4779.png

Answer 1

will give medal!

Answer 2

A.
a segment=353.66 u^2
B.
a segment=434.88 u^2
C.
a segment=458.88 u^2
D.
a segment=707.32 u^2

Answer 3

@DanJS
@dan815
@Nnesha

Answer 4

@undeadknight26

Answer 5

@Luigi0210

Answer 6

@xapproachesinfinity
@Haseeb96

Answer 7

@freckles
@peachpi
@dan815
@DanJS

Answer 8

@Haseeb96
@homeSchooler000
@dan815
@DanJS
@peachpi
@xapproachesinfinity

Answer 9

@Nnesha

Answer 10

you can do the area of that entire 120 degree region and then take away the area of that 120 degree triangle probably

Answer 11

The answer would be A

Answer 12

Are you still working on this, or no, sorry just got back here

Answer 13

The area of a circle is pi*radius^2, the area of the pie slice angle 120 is
\[\pi*24^2*\frac{ 120 }{ 360 } = 192\pi \approx 603.19\]

The triangle TCS has area \[144\sqrt{3} \approx 249.42\]

Answer 14

subtracting the two, the shaded area is 603.19-249.24 = 353.77

Answer 15

\[Area: A=\left(\begin{matrix}1 \\ 2\end{matrix}\right)r ^{2}(\alpha-\sin \alpha)\left[ 1 \right]\]

Answer 16

thak you.

Answer 17

sorry i had to leave for a few minutes. duty calls. :)

Answer 18

i have one more question

Answer 19

?

Answer 20

find S which is the length of arc WV on circle C
http://media.education2020.com/evresources/2092520_c,jpg.jpg

Answer 21

is 0=7/9pi the degrees?

Answer 22

A.
s=7/2 pi
B.
s=7pi
C.
s=14pi
D.
s=28pi

Answer 23

is not 0 its theta

Answer 24

i think the formula is S= THETA/180 *PI*RADIUS

Answer 25

arc length = radius * angle

\[s=r*\theta \]

Answer 26

so would it be 18*7/9*pi

Answer 27

yep

Answer 28

oh so it would be 14pi

Answer 29

lol sorry this shouldnt have been a quiestion to ask. whoops. I can be so areless sometimes. But thank you to all of you that helped. I really appriciate it!:)

Answer 30

welcome