Question

Circle A has a radius of 6 cm and arcs RC, CS, and SM are congruent. To the nearest hundredth, what is the length of arc RC?

Answer 1

6 * pi / 3 =

Answer 2

is this multiple choice?

Answer 3

yes
12 cm

6.28 cm

3.14 cm

1.57 cm

I have looked up equations such as the ones you guys have given but I still dont understand how it works

Answer 4

@LegendarySadist
I got 6.28 wbu?

Answer 5

Mine was a formula, hun. :P

Answer 6

formula, equation, meh

Answer 7

\[Arc=2\pi*6*(\frac{ 60 }{ 360 })\]

Answer 8

The arcs are congruent. So they divide the half circle (with angle of pi) in thirds.

To calculate arc length: r * theta = s

theta is the angle = pi/3

Answer 9

Sorry, forgot to add in the radius to the equation.

Answer 10

Do you remember what pi is?

Answer 11

ooohhh, i understand now
I got 6.28 would that be correct?

Answer 12

yes.

Answer 13

I got that too

Answer 14

I'm proud of both of you :P

Answer 15

ty