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1079 Matukio | Waliozaliwa | Waliofariki | Urambazaji1079

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Miaka ya karne ya 111079Karne ya 11 Lango la HistoriaLango la BiografiaKaribuniOrodha ya Miaka◄Karne ya 10Karne ya 12►◄Miaka ya 1040Miaka ya 1050Miaka ya 1060Miaka ya 1080Miaka ya 1090Miaka ya 1100►◄◄◄10751076107710781080108110821083►►►mwakaBaada ya Kristo 1079 Kutoka Wikipedia, kamusi elezo huru Jump to navigation Jump to search Lango la Historia | Lango la Biografia | Karibuni | Orodha ya Miaka ◄ | Karne ya 10 | Karne ya 11 | Karne ya 12 | ► ◄ | Miaka ya 1040 | Miaka ya 1050 | Miaka ya 1060 | Miaka ya 1070 | Miaka ya 1080 | Miaka ya 1090 | Miaka ya 1100 | ► ◄◄ | ◄ | 1075 | 1076 | 1077 | 1078 | 1079 | 1080 | 1081 | 1082 | 1083 | ► | ►► Makala hii inahusu mwaka 1079 BK (Baada ya Kristo). Matukio | Waliozaliwa | 1079 katika kalenda nyingine Kalenda ya Gregori 1079 MLXXIX Kalenda ya Kiyahudi 4839 – 4840 Kalenda ya Ethiopia ...

Minimum possible value of $f(2007)$ where $f(m f(n)) = n f(m)$, $m,nin Bbb N$Proof of minimum value of x+y when xy = afind $left( fracxx+y right)^2007 + left( fracyx+y right)^2007$Minimum sum of the squaresA function $f$ satisfies the condition $f[f(x) - e^x] = e + 1$ for all $x in Bbb R$.AM-GM Inequality concept challenged!$a in (0,1]$ satisfies $a^2008 -2a +1 = 0$ and we define $S$ as $S=1+a+a^2+a^3…a^2007$. The sum of all possible value(s) of $S$ is?Find possible value of $g(3)$Sum of $2008$ consecutive positive integersfind the maximum possible value of $n_9-n_1$Finding the minimum value.

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