ellipse, circle, cone |
We aren't sure why DMS² decided to replace the old version written by Ryan Menezes, since it was straightforward and simple. Zamboni, on the other hand, penned some slop filled with the literary equivalent of teddy bears and posies, but which basically sucked for straightforward math. Right off the bat, Jon started with this rather inane claim:
"The base of a cone is its single circular face, the widest circle in the stack of circles that runs up or down the cone's length."We'd like to point out that his "stack of circles" trope is utter bull, not to mention that the base of a cone could be an ellipse if the base isn't perpendicular to the axis of the cone. But never mind – that would probably confuse a dude with a degree in religion. Moving right along, Zamboni wanted his readers to use the radius of the base in the formula A = πr² to calculate the area of the base. Of course, that presupposes that "calculating the base of a cone" means calculating its area.
However, we wondered that would happen if you didn't know the radius. What then? Well, if you knew the cone's volume and the height, you could use that to calculate the area of the base: a cone's volume = πr²(h/3) where h is the height, so simply divide the volume by the cone's height and multiply by 3.
¹ Suddenly we want to watch a hockey game. Wonder why...
² DMS, Demand Media Studios, is now known as Leaf Group. That's a shame, because you can say "You can't spell 'dumbass' without 'DMS,'" but "You can't spell 'dumbass' without 'Leaf Group'" just doesn't ring.
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