Question

http://prntscr.com/o0yqb1

Answer 1

@Tranquility

Answer 2

Here we have two chords intersecting each other. The formula for that would be


\(\ m\angle x = \large{\frac{1}{2}} \left ( m \overset{\LARGE{\frown}}{AD} + m \overset{\LARGE{\frown}}{BC} \right)\)

Answer 3

Lol can you help me plugging in the numbers please?

Answer 4

We're solving for \(\angle x\)

They gave us arc AD and arc BC
They're in the image right there
arc AD = 143
arc BC = 75

add them up and find the average

Answer 5

218

Answer 6

don't forget about the 1/2

Answer 7

109?

Answer 8

That's your answer

Answer 9

http://prntscr.com/o0yxf6

last one

Answer 10

2 secants

Answer 11

yes

Answer 12

50=1/2(10)

or

10=1/2(50)

Answer 13

so angle E = 1/2 ( arc CD - arc AB)

Answer 14

Sorry about all the messages, was trying to find a proper image haha

Answer 15

Use the formula I just gave you

Answer 16

Its fine

50=1/2(50-10) ?

Answer 17

I don't know where you got 50 from on the left side of the equal sign, but the other side is correct

If you simplify that, you'll find the angle A

Answer 18

so what would be on that side?

Answer 19

x?

Answer 20

\(\angle A\) would be on that side

Answer 21

20?

Answer 22

That's correct