Rešite 4000(1+44/4)^4(9)

$$4000 ( 1 + \frac { 44 } { 4 } ) ^ { 4 ( 9 ) }$$

Ovrednoti

$$2835207499940367381525377228038276644864000$$

Koraki rešitve

Delite 44 s/z 4, da dobite 11.

$$4000\left(1+11\right)^{4\times 9}$$

Seštejte 1 in 11, da dobite 12.

$$4000\times 12^{4\times 9}$$

Pomnožite 4 in 9, da dobite 36.

$$4000\times 12^{36}$$

Izračunajte potenco 12 števila 36, da dobite 708801874985091845381344307009569161216.

$$4000\times 708801874985091845381344307009569161216$$

Pomnožite 4000 in 708801874985091845381344307009569161216, da dobite 2835207499940367381525377228038276644864000.

$$2835207499940367381525377228038276644864000$$

Faktoriziraj

$$2^{77}\times 3^{36}\times 5^{3}$$