Quantum redactiones paginae "Torricellii cornu" differant

→‎Mathematica: corrected some (of my own) grammatical mistakes
(→‎Mathematica: corrected some (of my own) grammatical mistakes)
== Mathematica ==
{{Latinitas|-3}}
Torricellii cornu estformatur formatumrotando revolvendo graphemgraphium{{dubsig}} functionis hyperbolicishyperbolicae <math>y= \frac{1} {x}</math> (<math>x > 1</math>) circa axem coordinati x. Volumen (V) et areaaream superficiei (A) eius corporis solidi rotationis{{dubsig}} possumus calculare integralibus sequentibus:
 
:<math>V = \pi \int_{1}^{\infty} {1 \over x^2}\mathrm{d}x = \pi </math>, ergo quantitas finita est.
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