Question

@Shadow

Answer 1

Ready when you are

Answer 2

okay

Answer 3

so inscribed would be 38?

Answer 4

wait uhhh, sort of confused

Answer 5

http://prntscr.com/j20lhq

They want this.

Answer 6

okay

Answer 7

\[Inscribed Angle = \frac{ 1 }{ 2 } Arc\]

We solve for XZ, subtract it from 360, and get XYZ. Makes sense?

Answer 8

yes

Answer 9

What is our inscribed angle?

Answer 10

let me see

Answer 11

XYZ sorry i was getting water

Answer 12

and XYZ=76

Answer 13

Inscribed Angle XYZ with a measure of 76 degrees intercepts the arc XZ. How do we solve for XZ?

Answer 14

hold please

Answer 15

would i find the answer to that in my last post btw?

Answer 16

Likely not

Answer 17

Well, technically yes. But I gave the formula here.

Answer 18

okayy

Answer 19

okay i dont know

Answer 20

would it be 152?

Answer 21

\[InscribedAngle = \frac{ 1 }{ 2 }Arc\]

Could also rewrite it as

\[2 \times InscribedAngle = Arc\]

Answer 22

yea i just found that again XD

Answer 23

That's arc XZ. Good job. What do we do now?

Answer 24

152 - 360 = 208

Answer 25

Bingo

Answer 26

yay

Answer 27

Just maybe subtract the other way, otherwise It would be -208.

So 360 - 152 = 208

Answer 28

okay, thank you. if your up to it could we do the next one?

Answer 29

Sure

Answer 30

thank you