• Member Since 28th Aug, 2012
  • offline last seen April 6th

ClarinetOverlord


I play video games, a great many instruments, and used to write once in a blue moon. I don't anymore, but I'm still active here.

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Nov
10th
2012

I've Lost My Marbles · 4:07am Nov 10th, 2012

So, it's a Friday night, and what's an insane person to do on a Friday night?

Calculations!

So, my friend told me a joke that goes like this: If your canoe is stuck up a tree with its headlights on, how many pancakes does it take to get to the moon?

Because I'm a science-y person, I decided to do the math.

Let's say the average pancake is 3 millimeters tall (or thick if you prefer). This will be represented by the variable p. Now, according to an article by UniverseToday.com, the distance between Earth and our moon fluctuates. At its closest (c), the moon is about 363,104 kilometers from the Earth, at its farthest (f), 406,696 kilometers, and on average (a), 384,403 kilometers away. Now, let's convert those to millimeters (multiply by 1,000,000).

c= 363,104,000,000 millimeters
f= 406,696,000,000 millimeters
a= 384,403,000,000 millimeters

Next, let's multiply those by p. After that, we end up with z (p times c), b (p times f) and d (p times a).

z= 1,089,312,000,000
b= 1,220,088,000,000
d= 1,153,209,000,000

So, if my calculations are correct, it would take a little over a trillion pancakes to reach the moon.

Or, in other terms, one sixteenth of our national deficit.

Please correct me if I did this wrong, because this is really important to me.

Vivat et nocte.

-ClarinetOverlord

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pancreaspancakes.webs.com/pancakes.jpg

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

488654
I promised my friend I'd do this, and when he sees this, his brain will be blown out the front of his skull.

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