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Binomická věta
Urči pomocí binomické věty výraz \left(x^{3}-2\right)^{5}.
\left[x^{3}+(-2)\right]^{5}=x^{15}-10 x^{12}+40 x^{9}-80 x^{6}+70 x^{3}-32
\left[x^{3}+(-2)\right]^{5}=x^{15}-10 x^{12}+40 x^{9}-70 x^{6}+80 x^{3}-32
\left[x^{3}+(-2)\right]^{5}=x^{15}-10 x^{12}+40 x^{9}-80 x^{6}+80 x^{3}-32
\left[x^{3}+(-2)\right]^{5}=x^{15}-10 x^{12}+30 x^{9}-80 x^{6}+80 x^{3}-32