Area of a sector?
can yo narrow it sown any?
err, can you narrow it down any. its these fat fingers i swear
@amistre64 Sorry, my class hasn't gotten this far yet :( It's on Study Island, so I have to do it but I don't understand it.
well, i see that 2 of them actually have proper math down in them ... so we should be able to narrow it down to the ones that use good math skills to start with
W and X? Because it's Pi r *squared, right?
X and Z W is saying that:\[\frac{2\pi r^2}{\pi r}=\frac2\pi\] and r^2/r does not equal 1 unless r is specifically equal to 1
oy these are hard to read thru with these old eyes lol
W and X are good choices yes
Area of a sector \[\Large A = \frac{ 1 }{ 2 }r^2 \theta \] why are none of them correct?
i generally just go with: Circumference is a full arc of radius r, and angle of 2pi: 2pi r so the measure of the angle is used in the computations:
yeah, area of a sector is what they are looking for eh :/ and none of them are in r^2 which is prolly just human error when making it
id assume the human error and go with the next best assumption :)
W and Z are the closest choices. I really don't follow their steps though, neither seem like a good way to find the area of a sector.
W is the better of the two
2pi r^2 ------ = area of a full circle: pi r^2 2 0r^2 ---- for lack of a good theta key 2
W seems to have LESS mistakes. So go with that?
Ohh okay, thank you : ) Thanks @agent0smith as well. Sorry we just haven't been over this in class so I was confused.. but I think I'm getting it now. lol I'll go with W.. Study Island has a lot of errors
yeah, take the lessest of all evils :)
W has lots of mistakes too! But seems to have less. Who knows, what a terrible question.
@jcari you should be confused by this, email whoever is in charge of this crap and tell them they need to be fired. I can't follow any of them very well.
HAHAH no one likes Study Island, wonder why. I don't know why it has to be required for school, but it counts for most of our grade /:
Actually I think Z might be less incorrect
I've no idea why they both have random pi's and such in both, and neither seem like a logical way to find area of a sector.
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