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@iGreen
Area of a circle: \(A = \pi r^2\) \(A = \pi 6^2\) What's 6 * 6?
36
Yes, so A is correct.
Well to actually find it in a better way . .. you can find the squarre root of 36.
Also, remember \[A = \frac{ 1 }{ 4 } \pi d^2\] this can also be the area.
We know that the radius (r) will be squared, and in this situation it's alreayd been squared so we need to work backwards by finding the square root.
In which the square root of 36 is 6, so it would be a circle with a radius of 6.
That was my hint, meaning there is more than one right answer ;)
Now, the radius is half the diameter, so the radius of B is 3.. Plug that in: \(A = \pi r^2\) \(A = \pi 3^2\) What's 3 * 3?
9
Yes, therefore B is incorrect.
Just find the radius's and multiply them by themselves..then see if you get 36.
What's the radius in C?
@Gokuporter
144 @iGreen
Yes, so that's incorrect..what about D?
144 :/
No, the DIAMETER is 12, the radius is half the diameter. @Gokuporter
Oh so 36
Yep, so D is also correct. Your answers are A & D.
Thanks ^-^
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