Logarytmy
Dominika: Wykaz, ze 1log2π+1log4π+1log8π+1log16π+...+1log64π=21log2π
16 mar 23:14
Eta:
to:
| | 1 | | 1 | |
log4π= |
| log2π , log8π |
| log2π .... |
| | 2 | | 3 | |
| | 1+2+3+4+5+6 | |
L= |
| =......... =P |
| | log2π | |
16 mar 23:19
Tadeusz:
logx2+logx4+logx8+log216+...+log264=21logx2
logx2+2logx2+3logx2+4logx2+5logx2+6logx2=21logx2
16 mar 23:23