find lenght of arc AB https://wbasecure.aplusanywhere.com/R85Content/media/pictures/geo_nbg/g2919t1.gif?ts=1407600620536
cidney-morgan
sorry i spelled it wrong
and i forgot the at sign
You tag someone by doing an '@' and then there username @ + Cydney_morgan
Oh ok :)
yea i forgot
it´sjust that im on vacation and i wanna got to the beach but i cantuntil i finnish this
Do you know how to do this your self? I will guide you through it. What do you think the first step is?
honestly i dont have a clue about any of this i just played my way through the class
That's not good. :( But please remember we are not here to give you the answer, we are here to help you learn . The first step to finding the answer is: (I'm writing it below)
wow u talk like a teacher
Dear Ralphie, your present situation is one outcome of your "playing your way through class." this problem involves "arc length." The formula for arc length is\[s=r*\theta,\]where r is the length of the radius, theta is the central angle, and s is the arc length in the same units of measurement as the radius has.
ok
i know i played my way through class played around with girls made jokes but forgett that im here to earn
@mathmale can explain this WAY better than I can. I will stay and watch and and put input were it is needed though :)
Be sure you know that In a circle, the degree measure of an arc is equal to the measure of the central angle that intercepts the arc.
ok thanks cydney
In a circle, the length of an arc is a portion of the circumference. You will use a formula to find the Arc, as Mathmale just gave you.
ok
how do i use the formula
Hold on
im sorry for the bother cydney but i really didnt pay attention in class
i really apreciate the help ur giving me
It is alright, hold on I'm going to explain.
|dw:1407623055558:dw|
ok let me write this down
sorry he left
It is alright, here, @phi do you know if I am explaining this correctly? I dont want to be giving false info.
ok no prob
yes, the ratio idea is good (should be easy to understand)
ok
It is common sense 360º is all the way around the circle what fraction is 120º of a circle ?
kid i have no clue srry
Thank you for helping me to explain @phi @Ralphie phi is not a kid.
oops sorry
We are not here to give you the answer you must try and make an effort. May you at least try?
wait u said ur 14 right?
Yes.
Do you get that going all the way round the circle is 360º ?
wow ur stict for a 14 yearold girl
strict
Please focus on the problem.
ok
yes i understand that phi
any idea how many degrees is ½ round ?
180
and if you went 180 degrees out of 360, you can write 180/360 simplify that to ½ use that idea for 120º out of 360º
hey i didnt pay attention but it doesnt mean im dumb
No one said you were dumb, we are trying to teach you.
i know i was kidding
the answeris 3
You should have enough information now based off of the information @phi and I have given you. Are you still confused?
you should find 120/360 is the fraction of the circle you go around that simplifies to ⅓
ok
now if you knew how far in distance it is around the whole circle, you would do ⅓ of that to find the length of the arc.
^^^
there is a famous formula C= 2 pi r where C is the distance around the circle, and r is the radius pi is 3.14159 but lots of times we just leave it pi. Depends if your answer choices are a decimal or have pi in them.
That is true, Ralphie what are your answer choices?
there arent any choices i have tobe 100% correct
What do you believe the answer is then?
the only thing it says is Type the correct answer, rounded to two decimal places, then press Enter
Well what do you think the answer is? We have given you a lot of information you should be able to do this yourself, I know you can!
hold on gimme a sec
rounded to two decimal places means the answer is a decimal number. which means use pi= 3.14159 (or whatever your calculator uses... it has a pi key)
The next step is find C using C = 2 pi r where r is given in the problem
@Phi you are much better at explaining this then me thank you.
i believe the answer should be 20.93333333333
is this correct?
for C (the distance around the circle) ?
no for the arc
AB
what did you get for C ?
i didnt do c
C= 2 pi r
that is 62.8
if you are going to round to 2 decimal places you need to keep track of *at least* 3 you only show 1 (the .8)
^^^ Phi is right.
well where am i supposed to get the other 2? mycalc gives me 62.8
you must have it set to round to 1 digit. if all else fails type 2*pi*10= in the google search window.
ok
i still got 62.8
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