a circle has a radius of 4inches. in inches what is the length of the arc intercepted by a central angle of 2 radians?
\[c=2\pi*4,required ~length=\frac{ 8 \pi }{ 2\pi }*2=8~ inch\]
what does c stand for?
central angle?
this is the most recent post of yours that I could find; is this the problem y ou want to discuss now?
a dog has a 20 foot leash attached to the corner where a garage and a fence meet as shown in the accompanying diagram. when the dog pulls the leash tight and walks from the fence to the garage the arc the leash makes 55.8ft. what is the measure of angle theta between the garage and the fence , in radians?
il send u the pic now gv me a min plz
I'm waiting for your illustration to upload. It's uploading slowly.
oh ok thnks
Regents' Exam prep? Cool. This is another arc-length problem As before, the equation is x = r * theta. Which of thoese 3 variables do you know and which do you not know?
review sheet my teacher gave for my test this week
wat does r stand for?
Good. Nice of him/her to give you a review sheet. So, which of those 3 vars. do you know? Which do you not know? r is the RADIUS of the circle in question.
there is no radius in this ques tho
theta would be 55.8?
Look again, please, lyubas. You have part of a circle (which is called an "arc", you have the length of the dog's leach, and you have a central angle. which of those do you know, and which do you not know yet?
so arc is 55.8?
Yes. Please be sure to use units of measurement. "The arc length is 55.8 feet." which of the other 2 variables do you know? not know?
so the leash is 20ft?
and we dnt no the central angle
The leash is 20 feet long, and therefore your radius is 20 feet. There is a central angle, but we don't know its value. Your job is to find the central angle. How?
how do u no thts the radius tho?
the diagram is poorly drawn. Let me draw it again quickly.
ok
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