Leysa (5)^71+5^72+5^73

$$( 5 ) ^ { 71 } + 5 ^ { 72 } + 5 ^ { 73 }$$

Meta

$$1312901068244165525555899876053445041179656982421875$$

Lausnarskref

Reiknaðu 5 í 71. veldi og fáðu 42351647362715016953416125033982098102569580078125.

$$42351647362715016953416125033982098102569580078125+5^{72}+5^{73}$$

Reiknaðu 5 í 72. veldi og fáðu 211758236813575084767080625169910490512847900390625.

$$42351647362715016953416125033982098102569580078125+211758236813575084767080625169910490512847900390625+5^{73}$$

Leggðu saman 42351647362715016953416125033982098102569580078125 og 211758236813575084767080625169910490512847900390625 til að fá 254109884176290101720496750203892588615417480468750.

$$254109884176290101720496750203892588615417480468750+5^{73}$$

Reiknaðu 5 í 73. veldi og fáðu 1058791184067875423835403125849552452564239501953125.

$$254109884176290101720496750203892588615417480468750+1058791184067875423835403125849552452564239501953125$$

Leggðu saman 254109884176290101720496750203892588615417480468750 og 1058791184067875423835403125849552452564239501953125 til að fá 1312901068244165525555899876053445041179656982421875.

$$1312901068244165525555899876053445041179656982421875$$

Stuðull

$$5^{71}\times 31$$