G = a . b

u_{g =} ( a + b ) . 2

M = u_g . h

G = a + b

u_{g =} ( a + b ) . 2

M = u_g + h

G = a . b

u_{g =} a . b

_{M =} u_{g + h}

O = 6 . a . a

( oder O = 6 . a² )

O = a . a . a

O = a . a. 4

V = a . a . a

( oder V = a³ )

V = 6 . a³

V = 6 . a . a

G = $$\frac{c\ .\ h_c}{2}$$

u_g = a + b + c

M = u_g . h

O = 2 . G + M

G = $$\frac{c\ .\ h_c}{2}$$

O = 2 . G + M

M = u_{g .} h

u_{g =} a + b + c

O = 2 . G + M

M = u_g . h

$$G\ =\ \frac{\left(\ a\ +\ c\ \right)\ .\ h_a}{2}$$

u_{g =} a + b+ c+ d

M = u_{g .} h

O = 2 . G + M

$$G\ =\ \frac{\left(\ a\ +\ c\ \right)\ .\ h_a}{2}$$

O = G + M

M = G . h

$$G\ =\ \frac{c\ .\ h_c}{2}$$

u_g = a + b + c

O = 2 . G + M

V = G . h

$$G\ =\ \frac{\left(\ a\ +\ c\right)\ .\ h_a}{2}$$

V = G . h

$$G\ =\ \frac{a\ .\ b\ }{2}$$

V = G . h

$$G\ =\ \frac{c\ .\ h_c}{2}$$

V = G . h

$$G\ =\ \frac{c\ .\ h_c}{2}$$

V = G . h

$$G\ =\ a\ +\ b\ +\ c$$

V = G . h

G = a . b

Länge

a

c

b

h

O = G + M

G = a²

$$M\ =\ 4\ .\ \frac{a\ .\ h_a}{2}$$

O = 2 . G + M

G = a²

$$M\ =\ \frac{a\ .\ h_a}{4}$$

O = G + M

G = a⁴

$$M\ =\ 4\ .\ a\ .\ h_a$$

$$V\ =\ \frac{G\ .\ h}{3}$$

G = a²

$$V\ =\ G\ .\ h$$

G = a²

$$V\ =\ \frac{G\ .\ h\ }{2}$$

G = 2 . a

$$h_{a\ }=\ \sqrt[]{h^{2\ }+\ \left(\frac{a}{2}\right)^2}$$

$$h_{a\ }=\sqrt[]{h^2-a^2}$$

$$h_{a\ }=\sqrt[]{h^2+s^2}$$

G = r². $$\pi$$

u_{g =} d . $$\pi$$

M = u_g . h

O = 2 . G + M

G = r. $$\pi$$

u_{g =} 2 . r . d

M = u_g . h

O = G + M

G = 2 . r

u_{g =} d . $$\pi$$

M = u_g . r

O = G + M

V = G . h

G = r² . $$\pi$$

V = G . h

G = 2 . r . $$\pi$$

V = $$\frac{G\ .\ h\ }{3}$$

G = r² . $$\pi$$

ja

nein

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Rechteck

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