Question

3125 minus 5 ori 2 plus 2 ori 106 plus 6 la puterea 7 impartit la 2 la puterea 5 ori 3 la puterea 5​

Answer 1

Răspuns:

Explicație pas cu pas:

$\bf 3125 - 5\cdot2+2\cdot106+6^7:2^5\cdot3^5=$

$\bf 3125 - 10+212+\big(2\cdot3\big)^7:2^5\cdot3^5=$

$\bf 3115 +212+2^7\cdot3^7 :2^5\cdot3^5=$

$\bf 3327+2^{7-5}\cdot3^7 \cdot3^5=$

$\bf 3327+2^{2}\cdot3^{7 +5}=$

$\bf 3327+2^{2}\cdot3^{12}$