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Math game.

sabshupe101

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Nope. Note even close.
Awww. Let me try again...
1e+32 xD

Here's one I think little Sabe here won't be able to do with his 12 year old knowledge :)

(Word Problem so you can't use a calculator) - If you figure this out I buy you Iron Donor or make you avatar if I am broke:

You have a match whose volume is 1/50 inches cubed.
Now, take a tree whose radius is 1 foot and is 80 feet tall. (Think of the tree as a cone) The volume of a cone is 1/3*Pi*Radius Squared.
How much matches will fit in the tree?
I see what I did wrong... >:3
I forgot to multiply 3.14 by 3.14... the squared isn't noticeable. xD

The actual answer should be 3943.84 (I hope)
 

Danielbess

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Awww. Let me try again...

I see what I did wrong... >:3
I forgot to multiply 3.14 by 3.14... the squared isn't noticeable. xD

The actual answer should be 3943.84 (I hope)
Nope. You're forgeting something else.... The answer is in the millions. And you are also forgetting the volume of the frickin tree...
 

Mr Dice

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What is 69 divided by 0?

GG no re.
Technically that would be infinity.

And if somebody gets this, I will buy them three months of iron donor.
A curve has Parametric equations:
X= T^3 - 4T
Y= T^2 - 1

Work out §(Y)(dx/dt)dt
Between the X coordinates -2 and 2

^ means to the power of
§ means integral

This is my kinda forum game :)
 

Gamer101luke

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Technically that would be infinity.

And if somebody gets this, I will buy them three months of iron donor.
A curve has Parametric equations:
X= T^3 - 4T
Y= T^2 - 1

Work out §(Y)(dx/dt)DT

^ means to the power of
§ means integral

This is my kinda forum game :)
Omg........ This is so complicated. When will you need to know this?
 

Danielbess

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Technically that would be infinity.

And if somebody gets this, I will buy them three months of iron donor.
A curve has Parametric equations:
X= T^3 - 4T
Y= T^2 - 1

Work out §(Y)(dx/dt)DT

^ means to the power of
§ means integral

This is my kinda forum game :)
Ill get to you with that :) 4 grades ahead of my peeps in math...
 

Mr Dice

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Ill get to you with that :) 4 grades ahead of my peeps in math...
Grades? I seriously doubt you will do this in high school, seriously seriously doubt it, integration in itself is college level, and parametric integration is even higher.

Silly me, I forgot to set the upper and lower boundaries of the integration, I'll add them in now.
 

Danielbess

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Grades? I seriously doubt you will do this in high school, seriously seriously doubt it, integration in itself is college level, and parametric integration is even higher.
4 grades ahead is second year of college xD (I am a Junior ATM)
 

Stijn

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I'm not going to put a cut off point, because I'll just be amazed if somebody gets it. It's very advanced stuff.
I'll think about it when it is not morning anymore
 

mekval

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I can't believe people are actually posting here xD
 

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