wykarz anka: wykaz, że jeżeli b=a−1 to: ( a+b)( a²+b²)(a⁴+b⁴)(a⁸+b⁸)(a¹⁶+b¹⁶)(a³²+b³²)=a⁶⁴−b⁶⁴

irena_1: b=a−1 a−b=1 P=a⁶⁴−b⁶⁴=(a³²−b³²)(a³²+a³²)= =(a¹⁶−b¹⁶)(a¹⁶+b¹⁶)(a³²+b³²)= =(a⁸−b⁸)(a⁸+b⁸)(a¹⁶+b¹⁶)(a³²+b³²)= . . . =(a−b)(a+b)(a²+b²)(a⁴+b⁴)(a⁸+b⁸)(a¹⁶+b¹⁶)(a³²+b³²)= =1*(a+b)(a²+b²)...(a³²+b³²)=L

irena_1: wykaŻ (bo wykaZać)

anka: haha dzięki :3