Calculus Rhapsody

Unos estudiantes ingleses han escrito y grabado esto en 2009. Es muy freaky, pero es de lo mejor que se ha visto para aprender Cálculo.

Calculus Rhapsody
By Phil Kirk & Mike Gospel

Is this x defined?
Is f continuous?
How do you find out?
You can use the limit process.

Approach from both sides,
The left and the right and meet.
Im a just a limit, defined analytically

Functions continuous,
Theres no holes,
No sharp points,
Or asymptotes.

Any way this graph goes
It is differentiable for me for me.

All year, in Calculus
Weve learned so many things
About which we are going to sing

We can find derivatives
And integrals
And the area enclosed between two curves.

Y prime oooh
Is the derivative of y
Y equals x to the n, dy/dx
Equals n times x
To the n-1.

Other applications
Of derivatives apply
If y is divided or multiplied
You use the quotient
And product rules

And dont you forget
To do the dance

Also oooh (dont forget the chain rule)
Before you are done,
You gotta remember to multiply by the chain

(Instrumental solo)

I need to find the area under a curve
Integrate! Integrate! You can use the integration

Raise exponent by one multiply the reciprocal
Plus a constant
Plus a constant
Add a constant
Add a constant
Add a constant labeled C
(Labeled C-ee-ee-ee-ee)

Im just a constant
Nobody loves me.
Hes just a constant
Might as well just call it C
Never forget to add the constant C

Can you find the area between f and g
In-te-grate f and then integrate g
(then subtract)
To revolve around the y-axis
outer radius squared minus inner radius squared
multiplied by pi

Multiply the integral by pi!

Pi tastes real good with whipped cream!

Mama-Mia, Mama-Mia
Mama-Mia let me go.
Pre-calculus did not help me to prepare for Calculus, for Calculus, help me!

So you think you can find out the limit of y?
So you think youll find zero and have it defined
Oh baby cant define that point baby
Its undefined
Goes to positive and negative infinity

Oooh. Oooh yeah, oooh yeah.
Anyone can see
Any mere equation
It is differentiable for me.

(Any way this graph goes)


Acerca de Tomás Gómez-Acebo

Soy vicerrector de Alumnos de la Universidad de Navarra, profesor de Termodinámica de Tecnun-Universidad de Navarra, e investigador en el departamento de Materiales del CEIT-ik4.
Esta entrada fue publicada en Humor y etiquetada , , . Guarda el enlace permanente.


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