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# Trójkąt Pascala wzór

### Przydatne kalkulatory i narzędzia

Trójkąt Pascala ma postać:

 $$n = 0$$ $$1$$ $$n = 1$$ $$1$$            $$1$$ $$n = 2$$ $$1$$            $$2$$            $$1$$ $$n = 3$$ $$1$$            $$3$$            $$3$$            $$1$$ $$n = 4$$ $$1$$            $$4$$            $$6$$            $$4$$           $$1$$ $$n = 5$$ $$1$$            $$5$$           $$10$$            $$10$$           $$5$$           $$1$$

Trójkąt Pascala zapisany za pomocą symbolu Newtona ma postać:

 $$n = 0$$ $$\binom{0}{0}$$ $$n = 1$$ $$\binom{1}{0}$$          $$\binom{1}{1}$$ $$n = 2$$ $$\binom{2}{0}$$           $$\binom{2}{1}$$            $$\binom{2}{2}$$ $$n = 3$$ $$\binom{3}{0}$$              $$\binom{3}{1}$$             $$\binom{3}{2}$$             $$\binom{3}{3}$$ $$n = 4$$ $$\binom{4}{0}$$                $$\binom{4}{1}$$           $$\binom{4}{2}$$            $$\binom{4}{3}$$              $$\binom{4}{4}$$ $$n = 5$$ $$\binom{5}{0}$$             $$\binom{5}{1}$$               $$\binom{5}{2}$$               $$\binom{5}{3}$$             $$\binom{5}{4}$$            $$\binom{5}{5}$$

Trójkąt Pascala ma postać:

9-1 =