Question

27¹⁰¹:(3³⁰⁰+3³⁰⁰+3³⁰⁰)=?
Dau coroană?!??!?!?!?!​

Answer 1

Răspuns:

$27^{101} \div ( {3}^{300} + {3}^{300} + {3}^{300} ) = \\ \\ = ( {3}^{3} )^{101} \div {3}^{300} \times 3 = \\ \\ = {3}^{303} \div {3}^{301} = \\ \\ = {3}^{2} = \\ \\ = 9$

Succes! ♡︎♥︎♡︎

Answer 2

27¹⁰¹:(3³⁰⁰+3³⁰⁰+3³⁰⁰)=

=(3³)¹⁰¹:(3×3³⁰⁰)=

=3³⁰³:3³⁰¹=

=3²=9