Question

Who goes to connections and could help me understand something from geometry?

Answer 1

I don't go there, but I could probbly help ya

Answer 2

Do rules of geometry work differently at connections?

Answer 3

well no but no one on this site seems to understand

Answer 4

@FibonacciChick666

Answer 5

http://www.regentsprep.org/regents/math/geometry/gp15/circleangles.htm


Inscribed angle formul

Answer 6

so, you need to find the length of chord BD, can you determine the length of arc AB?

Answer 7

It tells us that:\[
48^\circ = \frac 12 BC
\]

Answer 8

i thought it was 55 am i correct?

Answer 9

No, it isn't 55

Answer 10

is that for arc AB?

Answer 11

can you work it out step by step

Answer 12

well, first, did you understand the formula given by wio?

Answer 13

yes

Answer 14

so, that little curvy thing means you need to find the arc between B and C

Answer 15

the formula(described in full on the site) is just a plug and chug to obtain this

Answer 16

oh its D @FibonacciChick666

Answer 17

and, how did you get that? I like to see work :)

Answer 18

i multiplied 2 on both sides

Answer 19

ok, now tell me why did you do that?

Answer 20

and it left bc= 48x2

Answer 21

which is 96

Answer 22

ok then yep, I just wanted to make sure you treated BC as a variable