what is the measure of arc XY?
is one of u gunna help me??
Just realized i'm also confused; what is that 38 degrees supposed to represent?
it represents the measure of arc UV
I'm guess relative to the actual center of the circle, and points radiating from the center to point u and v?
Or is z the center of the circle? It's not completely clear. It's just close enough to look like it, but it's a little off.
z is the center
ik how to do it :)
well then tell me lol
Oh, lol. Well, nevermind then, that's not terribly complicated. You want to apply the arc length formula here, which looks like: \[l = \frac{ \theta }{ 360^{o} }*2 \pi r\]
if @Mendicant_Bias gets stuck but i dont like two people teaching at the same time :)
so ill butt out unless u need clearification or something lol =)
haha thanks
i really dont understand ur formula mendicant
So here, even though you don't have real numbers for the most part, you can substitute in values. Since you know that Z is the actual center of the circle, you know that any line radiating from that point through the edge of the circle can be referred to as its radius. So ZU, ZV, ZX, and ZY are all radii. From here, you can just plug in like so: \[l = \frac{ 42^{o} }{ 360^{o} }*2 \pi ZU\] And what don't you understand, specifically? Is there something in there that you don't recognize?
\[l = \frac{ \theta }{ 360^{o} }*2 \pi r\]Where l is the length, theta (the thing on the top half of the fraction) is the angle in degrees, and r is the length of the radius.
ok i get it now
So yeah, just plugin: \[l = \frac{ 42^{o} }{ 360^{o} }*2 \pi ZU = 0.23 \pi ZU = ~ .733ZU\]
im confused haha sorry
No problem. If you have a specific question, ask, otherwise, just look over it for a little.
u still dont have ZU though..
if ur going to do that now then ill stay mumm :)
Yes. That might just be a variable. If you don't have a length to go off of, you don't have a length. No, I forgot how to do it; it's been a long, long time since i've done this stuff and you clearly want to do it, so go ahead.
so is that ur answer?
Yes, but it's clearly missing something because I haven't solved for ZU, which i'm assuming you can, but I don't remember how.
well ill show her my way now then :)
sounds good to me hawk show away
the angle VXU = 16 understand that rule?
umm how does that work?
btw, did the question state that Z was the center or u r assuming that?
i'm assuming it
all it asks is what is the measure of arc XY
well that's cause it isnt the center and the question makes sense now lol
i'm sorry haha ur right i wasn't paying close enough attention
never assume something lol give me a sec to do it, ik the method u have to use but let me just figure out how to solve it using the method
okay thanks
ok got it
@Mendicant_Bias btw u didnt forget any methods, this is just a topic u havnt done in school yet :)
and i learnt this method here on open study lol and not in school but it's a neat trick :p
Hawk: I highly doubt that, unless this is something in integral or differential calculus that I haven't covered yet, dude. I'm overwhelmingly sure I forgot.
well do u know how i got 16 degrees?
and btw they rnt asking for the length of the arc, they r asking for the angle of the arc
I was under the impression otherwise when Faye told me that Z was the center, as you can see above, lol.
any way back to wat i was saying :) lets finish the question :P
it's fay not faye lol
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Sorry. I'll make sure to spell your name right next time, if there ever is a next time.
thanks mend
i asked this question an hour ago and still got no answer -_-
that's a rule where the angle off the circumference of the circle is half of the angle of the arc
That's a shame; you're asking for free help, and beggars can't be choosers. I'd be content with what you get. Anyways, i'm out.
@ashley_fay understand?
yes i know
|dw:1366228070446:dw| then wat is the value of angle y?
19?
oh lol i said 16 earlier my bad haha yea it's 19 :)
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