Question

Arc Length? @dan815 @ganeshie8

Answer 1

Arc Length

Answer 2

Geometry

Answer 3

\(\large s\) = arc length , \[\large s= \cfrac{\theta}{360} \cdot 2 \pi r\]

Answer 4

Whats the Radius ?

Answer 5

hehe

Answer 6

\(r\) = radius....

Answer 7

you only asked for the Arc length generically

Answer 8

\[s = 5/360 \]

Answer 9

Do you have a specific question perhaps?

Answer 10

Times 2PIR

Answer 11

yea

Answer 12

How did you find that? You never gave us any of the variables to work with.

Answer 13

Something like that

Answer 14

Oh okay.

Answer 15

Radius is 12

Answer 16

\[\large s = \cfrac{90}{360} \cdot 2( \pi) (12)\]

Answer 17

yea

Answer 18

18.85

Answer 19

\[\large s= \cfrac{1}{4} \cdot 24 \pi = 6 \pi \]

Answer 20

you're correct :) good job.

Answer 21

jhanny

Answer 22

I need guidance to see if my answers are correct -.-

Answer 23

If I just get 1 wrong my grade goes down -.- on the practices

Answer 24

Wait is it CM? The units?

Answer 25

You've correctly inserted the variables into the right places in the formula, and you solved it correctly where your answer equaled to mine. You're good to go.

Answer 26

cm=centimeters.

Answer 27

yea

Answer 28

flazingblazes do u remember everything we learnt so far

Answer 29

Yes.

Answer 30

how many degrees in a circle

Answer 31

Call me Tim

Answer 32

360

Answer 33

ok

Answer 34

Tim.

Answer 35

okay now 360 degrees = 2pi radians

Answer 36

have you learnt about that yet?

Answer 37

Circumference?