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Mørkambe Mathemagicians

silentstriker

The Wheel is Forever
Or maybe universal constants like Plank's, Dirac's, Rydberg's, etc. It would be cool for all our numbers to be like 6.26 x 10^-34 J/s....
 

silentstriker

The Wheel is Forever
Our official song:

Sing it to the tune of jingle bells:

Riemann Sums, Riemann Sums
Counting Areas
Of rectangles whose widths get small
We need to count them all
Riemann Sums, Riemann Sums
Counting Areas
Of rectangles whose widths get small
We need to count them all.

We learn to integrate
It's really lots of fun.
It's easier to find
Than those old Riemann Sums
We learn to sub a u
When things get sort of hard
But most of all we tabulate
When we get sick of parts.
I got this in an email - I'm not the author unfortunately, not sure who is.
 

Jamee999

Hall of Fame Member
MATHEMAGICANS FINALISED SQUAD

γ, Manan Shah
(1+√5)/2. Adam Collins
2²-1. Nick Hancock
2.5. Josh Forner
666/111. Andrew Garven
44*¼. Neil Pickup [icon player]
√(200-31). Alex Crampton
4². Blake Donald
4³. Matt Luff
1729. Jamee Gray [captain]

Morgan Burridge

Sanath Jayasuriya
Neil Carter
Garnett Kruger
 

Jamee999

Hall of Fame Member
Everyone must pick a mathematical song or poem to be read/sung when they go out to bat/come on to bowl. I will have the following:

A dozen, a gross, and a score
Plus three times the square root of four
Divided by seven
Plus five times eleven
Is nine squared and not a bit more


 

Josh

International Regular
Everyone must pick a mathematical song or poem to be read/sung when they go out to bat/come on to bowl. I will have the following:

A dozen, a gross, and a score
Plus three times the square root of four
Divided by seven
Plus five times eleven
Is nine squared and not a bit more


God I hope this is only a one year deal :laugh:
 

silentstriker

The Wheel is Forever
http://www.calculus-help.com/funstuff/calcblah.wma

:cool:

Or this:

Riemann Sums
(sung to the tune of Jingle Bells)

Riemann Sums, Riemann Sums
Counting Areas
Of rectangles whose widths get small
We need to count them all
Riemann Sums, Riemann Sums
Counting Areas
Of rectangles whose widths get small
We need to count them all.

We learn to integrate
It's really lots of fun.
It's easier to find
Than those old Riemann Sums
We learn to sub a u
When things get sort of hard
But most of all we tabulate
When we get sick of parts.
 

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