Is there any similar math limerick?

Question

I found this one

$$\frac{(12+144+20)+\left(3 \cdot \sqrt{4}\right)}{7}+(5 \cdot 11)=9^2+0.$$

Which is :

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.

I think this is very entertaining, thus I wonder if there is any similar limerick/math poem.

Answer 1

$$\int_1^{\sqrt[3]{3}} t^2\mathrm{d}t\cdot\cos\left(\frac{3\pi}{9}\right)=\ln(\sqrt[3]{e})$$ $$\text{Integral t squared dt,}$$ $$\text{from 1 to the cube root of $3$,}$$ $$\text{times the cosine,}$$ $$\text{of three pi over $9$,}$$ $$\text{equals log of the cube root of $e$.}$$

You can find some more here: http://www.trottermath.net/humor/limricks.html

Answer 2

Assuming that Schnaderhuepfel are the (south?) German equivalent of limericks, I offer the following, which I heard from my father (but the misspellings are my own):

Mir fehlt nur ein Hilfssatz,

Dann bin ich ein Gauss.

Doch den Hilfssatz, den Hilfssatz,

Den krieg ich nicht raus.