GEOMETRIJSKA TIJELA

O = 2B + 2P

O = B + 2P

O = B + P

O = 2B + P

V = B+v

V = $$\frac{1}{3}B\cdot v$$  

V = $$B\cdot v$$  

V = $$B\cdot V$$  

O = B + P

O = 2B + P

O = B + 2P

O = 2B + 2P

$$D^2\ =\ a^2\ +\ b^2\$$  

$$D^2\ =\ b^2\ +c^2$$  

$$D^2\ =\ a^2\ +b^2\ +c^2$$  

$$D\ =\ a\ +b\ +\ c$$  

$$O\ =\ a\ \cdot\ b\ \cdot\ c$$  

$$O\ =\ 2\ \left(ab\ +bc\ +ac\right)$$  

$$O\ =\ 2\ ab\ +\ bc\ +\ ac$$  

$$O\ =\ ab\ +\ bc\ +\ ac$$  

$$O\ =\ 6\ a^2$$  

$$O\ =\ a^2$$  

$$O\ =\ a^3$$  

$$O\ =a\ \sqrt[]{2}$$  

$$D\ =\ a\ \sqrt[]{2}$$  

$$D^2\ =a^2\ +\ a^2$$  

$$D\ =\ 3a$$  

$$D\ =\ a\ \sqrt[]{3}$$  

$$d\ =\ a\ \sqrt[]{3}$$  

$$d\ =\ a\ \sqrt[]{2}$$  

$$d\ =\ a\ \sqrt[]{5}$$  

$$d\ =\ a^2$$  

$$P_{DP_{ }}=\ a^2\ \sqrt[]{2}$$  

$$P_{DP\ }\ =\ a\ \sqrt[]{2}$$  

$$P_{DP}\ =a^2$$  

$$P_{DP\ }=\ d^2$$  

$$d\ =\ a\ \sqrt[]{2}$$  

$$d\ =\ a\ \sqrt[]{3}$$  

$$d\ =\ a^2\ +\ b^2$$  

$$d^2\ =\ a^2\ +\ b^2$$