Circle P just touches (is tangent to) the x-axis. Find the area of circle P to the nearest hundredth. We know that the coordinates of the dot (P) in the middle is (5, 3.07). Thanks in advance! :)
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if the center of circle P is: (5, 3.07)
and
circle P is tangent to the x-axis...
then, the radius of circle P is: 3.07
Make a diagram !
Area = π r^2
get out your calculator...make a contribution.
¶
[Area ≈ 29.61 units^2]
and
circle P is tangent to the x-axis...
then, the radius of circle P is: 3.07
Make a diagram !
Area = π r^2
get out your calculator...make a contribution.
¶
[Area ≈ 29.61 units^2]