Question

$( {2}^{3} + {3}^{4} + {4}^{5} - {10}^{3} ) - \sqrt{121} \times 10$
ayuda​

Answer 1

$( {2}^{3} + {3}^{4} + {4}^{5} - {10}^{3} ) - \sqrt{121} \times 10$

resolvemos:

$(8 + {3}^{4} + {4}^{5} - {10}^{3} ) - \sqrt{121} \times 10$

$(8 + 81 + {4}^{5} - {10}^{3} ) - \sqrt{121} \times 10$

$(8 + 81 + {4}^{5} - {10}^{3} ) - 11 \times 10$

$(89 + {4}^{5} - {10}^{3} ) - 11 \times 10$

$(89 + {4}^{5} - {10}^{3} ) - 110$

$89 + {4}^{5} - {10}^{3} - 110$

$89 + 1024 - {10}^{3} - 110$

$89 + 1024 - 1000 - 110$

$\bold\red{ 3 }$

El resultado es 3

espero ayudarte