Question

Find the length of Angle AB. Round to nearest tenth

Answer 1

@snowflake0531

Answer 2

Ok. so what is the first thing we need to do to try to solve this?

Answer 3

Centeral angle /360° = AB length/2 pi r

Answer 4

Arc length formula \(2\pi r(\frac{\theta}{360}\))
where r is radius and theta is your angle

Answer 5

So it's \(2(\pi)(4)(80)/360\)

Answer 6

AB= 5.582

Answer 7

5.6?

Answer 8

yes

Answer 9

heres another one

Answer 10

Use the formula

Answer 11

Arc length formula 2πr(θ360)

Answer 12

so we do 2 times pie?

Answer 13

\[2\pi(8)(225)/360\]

Answer 14

2 times pie right?

Answer 15

31.4 is the answer

Answer 16

in nearest tenth?

Answer 17

yes

Answer 18

and if you're about to post another
new question new post please

Answer 19

ok thank you snow

Answer 20

yw~

Answer 21

r u sure

Answer 22

its 31.4

Answer 23

wouldnt it be this

Answer 24

the area of sector = 225/360×3.14×8²

= ⅝ × 3.14 × 64

= 3.14 × 40

= 125.6 cm²

Answer 25

no lol, it's 2pi r, not pi r^2

Answer 26

u calaculated

Answer 27

for length of arc not for sector

Answer 28

damn true didn't read the question o-0

Answer 29

lol

Answer 30

then yeah you're correct lol

Answer 31

so 125.6

Answer 32

would that be nearest tenth

Answer 33

no you have 125.66

Answer 34

what would the answer be

Answer 35

in nearest tenth

Answer 36

round up

Answer 37

125.6

Answer 38

... if it was 125.6 i wouldn't have said 'no'

Answer 39

125.7

Answer 40

Use pi, not 3.14 o-0

Answer 41

tnx

Answer 42

yw~