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graph a pumpkin
- Thread starter galactus
- Start date
Hello, galactus!
A cardioid comes close: \(\displaystyle \,r \:=\:a(1\,-\,\sin\theta)\)
Personally, I think it looks like an apple,
. . and I haven't found a way to "fatten" it.
You won't like the rectangular form either:
. . \(\displaystyle a^2(x^2\,+\,y^2) \;=\;\left(x^2\,+\,y^2\,+\,ay\right)^2\)
Does anyone know the equation to graph a pumpkin?
A cardioid comes close: \(\displaystyle \,r \:=\:a(1\,-\,\sin\theta)\)
Personally, I think it looks like an apple,
. . and I haven't found a way to "fatten" it.
You won't like the rectangular form either:
. . \(\displaystyle a^2(x^2\,+\,y^2) \;=\;\left(x^2\,+\,y^2\,+\,ay\right)^2\)
Ya...but you won't be able to say that once they're converted to pi :roll:galactus said:Thanks Denis. Some of those 'punkins' are rather homely. They look like tumors. :lol: