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Truncated cone |
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| $$\textbf{Volume of the truncated cone}$$ | ||||||
$$V = \frac{1}{3} · \pi · h · (a^2 + a · b + b^2) $$ | ||||||
| $$\textbf{Curved surfaced of the truncated cone}$$ | ||||||
| $$O = \pi · (a + b) · \sqrt{h^2 + (b-a)^2}$$ | ||||||
| $$O = \pi · (a + b) · c$$ | ||||||
| $$\textbf{Total surface area of the truncated cone}$$ | ||||||
| $$O = \pi · (a + b) · \sqrt{h^2 + (b-a)^2} + \pi · (a^2 + b^2) $$ | ||||||
| $$O = \pi · (a + b) · c + \pi · (a^2 + b^2)$$ | ||||||