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I have decided to start a blog which mixes two very different topics: cheesecake and calculus.
http://cheesecakecalculus.blogspot.com/
So far, no actual calculus yet, but it will come soon...
"I will attempt to use a tasty desert, along with other equally tasty foods, in order to explain certain concepts of Calculus."
This won't work.
However, here is a blog devoted to nothing but squirrels.
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michaelleung: "I will attempt to use a tasty desert, along with other equally tasty foods, in order to explain certain concepts of Calculus."
This won't work.
However, here is a blog devoted to nothing but squirrels.

Don't worry. It will. You'll get all the Calculus and cheesecake goodness you'll ever want.
For your first assignment, I would like you to explain the concept of integrating vector functions over parameterized surfaces using cheesecake.
Sorry, but Britney Spear's Guide to Semiconductor Physics is still the best for me.
I would think that Cheesecake would generally be more useful for teaching geometry.
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JonhMan: So far, no actual calculus yet, but it will come soon...

You shouldn't bother to announce something like this until the content actually exists.
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JonhMan: So far, no actual calculus yet, but it will come soon...
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Arkose: You shouldn't bother to announce something like this until the content actually exists.

Yeah, what are you, BIOWARE??
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Prator: I would think that Cheesecake would generally be more useful for teaching geometry.

That is why this will work.
You won't see it coming, but it will make perfect sense...
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Arkose: You shouldn't bother to announce something like this until the content actually exists.
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Aliasalpha: Yeah, what are you, BIOWARE??

Okay, something exists NOW. And that something means derivatives.
Until the concept of integrating vector functions over parameterized surfaces in n-dimensional space is explained to me using cheesecake, I shall remain unimpressed.
I stopped reading at the point where you state DERIVATIVES ARE JUST AS IMPORTANT AS CHEESECAKE.
Nothing! you hear me? is more important than cheesecake :)
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stonebro: Until the concept of integrating vector functions over parameterized surfaces in n-dimensional space is explained to me using cheesecake, I shall remain unimpressed.

Oh God... I just skimming through the Wikipedia page for that and my mind imploded and exploded at the same time.
This may take a while...
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JonhMan: I have decided to start a blog which mixes two very different topics: cheesecake and calculus.
http://cheesecakecalculus.blogspot.com/
So far, no actual calculus yet, but it will come soon...

Here is some calculus to go along with that cheescake:
Find numbers a, b, and c so that the graph of f(x) = ax^2 + bx + c has x-intercepts at (0,0) and (8,0) and a tangent with slope 16 where x = 2.
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stonebro: Until the concept of integrating vector functions over parameterized surfaces in n-dimensional space is explained to me using cheesecake, I shall remain unimpressed.
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JonhMan: Oh God... I just skimming through the Wikipedia page for that and my mind imploded and exploded at the same time.
This may take a while...

I understand it perfectly but what's with all those italics in that strange language?