User talk:Mitchc/greg

Formuals and mathematical characters useful to my Math C assignment.

$$V=\int_{a}^{b} \Pi\ y^2\, dx$$

$$=\sum_{i=1}^{n-1} \Pi\ y^2\ \Delta\ x$$

$$V=\sum_{i=1}^{n-1} \Pi\ r^2\ \Delta\ x$$

$$V=\Pi\ \int_{-\sqrt{60}}^{\sqrt{60}} (16 - x^2/4)\, dx$$

$$2\sqrt{60}$$

$$V=\Pi\ ( 50\sqrt{24} - \frac {2(\sqrt{24})^3}{3}) $$

$$=\Pi\ \Bigg\lfloor 16x - \frac {x^3}{12} + C \Bigg\rceil_{-\sqrt{60}}^{\sqrt{60}} $$

$$V=4/3 \Pi\ r^3$$

$$=\Pi\ 2\sqrt{60} $$

$$V_b = V_s - V_c$$

$$V = \Pi\ ( 32\sqrt{60} - \frac {2(\sqrt{60})^3}{12} - 2\sqrt{60}) $$

$$=\Pi\ \Bigg\lfloor \left ( 16\sqrt{60} - \frac {(\sqrt{60})^3}{12} + C \right )\, - \, \left ( -16\sqrt{60} - \frac {(-\sqrt{60})^3}{12} + C \right ) \Bigg\rceil $$