Question

Simplifique a expressão:

Answer 1

Resposta:

$\red{ {6}^{7} }$

Explicação passo-a-passo:

${6}^{6} + {6}^{6} + {6}^{6} + {6}^{6} + {6}^{6} + {6}^{6}$

$1 \times {6}^{6} + {6}^{6} + {6}^{6} + {6}^{6} + {6}^{6} + {6}^{6}$

$1 \times {6}^{6} + 1 \times {6}^{6} + {6}^{6} + {6}^{6} + {6}^{6} + {6}^{6}$

$1 \times {6}^{6} + 1 \times {6}^{6} + 1 \times {6}^{6} + {6}^{6} + {6}^{6} + {6}^{6}$

$1 \times {6}^{6} + 1 \times {6}^{6} + 1 \times {6}^{6} + 1 \times {6}^{6 } + {6}^{6} + {6 }^{6}$

$1 \times {6}^{6} + 1 \times {6}^{6} + 1 \times {6}^{6} + 1 \times {6}^{6} + 1 \times {6}^{6} + {6}^{6}$

$1 \times {6}^{6} + 1 \times {6}^{6} + 1 \times {6}^{6} + 1 \times {6}^{6} + 1 \times {6}^{6} + 1 \times {6}^{6}$

$(1 + 1 + 1 + 1 + 1 + 1) \times {6}^{6}$

$6 \times {6}^{6}$

${6}^{1} \times {6}^{6}$

${6}^{1 + 6}$

$\red{ {6}^{7} }$