The circumference of a circle is 8pi inches. find its radius and area.
Hint: \[\Large circumference=2\pi(radius)\\ \Large Area=\pi r^{2}\]
can you walk me through it
you have the circumference. Plug it into the equation above & simplify to get the radius. Once you have the radius, compute the area using the second equation.
\[C=2\pi r\] \[\frac{C}{2\pi}=r\]
unkleRhaukus what is the area
c/2pi is not correct
It most certainly is.
it should be correct
i mean, c/2pi gives the radius in inches.
\[A=\pi r^2\]
\[A=\pi\left(\frac C{2\pi}\right)^2\]
look if the circumference in this case is 8 and the circumference of a circle is \[2\pi r\] then in this case \[2\pi r =8\pi\] so \[r = 8\pi/2\pi \] then put the value of r in the area equation
I do not know what is going on but i am going to do another similar problem because they say both answers are wrong
hello you still there
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circumference of a circle is 8pi inches: C = 2π r = 8π -> r = ....? @cdelomas Can you find the radius?
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