Asked by help
A semicircular garden bed at the botanical gardens needs to be fenced off while the seedlings are established. If the straight edge of the bed is 20.5m in length, calculate the total length of fencing needed to surround the garden bed.
Answers
Answered by
Reiny
So you need the length of the straigh edge, which you know is 20.5 m, plus the semicircle's perimeter.
The radius is 10.25
So fence = 20.5 + π(diameter)
= 20.5 + 20.5π
= ...
The radius is 10.25
So fence = 20.5 + π(diameter)
= 20.5 + 20.5π
= ...
Answered by
help
thanks
Answered by
henry2,
D = 20.5 m. = diameter.
L = D + pi*D/2 = 20+(3.14*20.5/2) = 52.2 m.
L = D + pi*D/2 = 20+(3.14*20.5/2) = 52.2 m.
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