Can't we make up alist that is kept in the right hand threads?
Giles ,'Lies My Parents Told Me'
Natter 39 and Holding
Off-topic discussion. Wanna talk about corsets, duct tape, or physics? This is the place. Detailed discussion of any current-season TV must be whitefonted.
I've always had a soul. Filled to the top with magic, it is.
Can't we make up alist that is kept in the right hand threads?
This!
::runs off to Bureau::
God, I hate my stupid homework.
Major League Baseball Playoffs -- SOX WIN!!! 14-2.
*Cast smirking eye at Red Sox Nation* (But only a little one, because mostly I be a Cub Fan. Plus, it's mean.).
While you're being filled to the top with magic, could someone remind me of the relationship between the angle at the center of the circle and the angle on the perimeter which subtend the same arc? That, or just tell me what the lengths of chords of 150, 165, and 172.5 degrees are.
Sorry, Emily, I don't speak geometry.
Nebbermind, I found it. What I was looking for, by the way, was this:
The measure of an angle inscribed in a circle is half the measure of the arc it intercepts.
Hope it helps me. Don't have much confidence. Have a big hate on for geometry.
just tell me what the lengths of chords of 150, 165, and 172.5 degrees are.
Doesn't that depend on the diameter of the circle, or something?
Well, in terms of the radius. They seem to be using radius 60.
Well, the radius is kinda proportional to the diameter. Same deal. Just that there wasn't enough information in the question to answer the chord lengths. But you have the info now, so never mind!