Question

va rooooog dau coroanaaaaa ​

Answer 1

Explicație pas cu pas:

${6}^{2017} : x + {2}^{2016} = {2}^{2018}$

${(2 \cdot 3)}^{2017} : x = {2}^{2018} - {2}^{2016}$

${2}^{2017} \cdot {3}^{2017} : x = {2}^{2016} \cdot (4 - 1)$

${2}^{2017} \cdot {3}^{2017} = x \cdot 3 \cdot {2}^{2016}$

$x = \dfrac{{2}^{2017} \cdot {3}^{2017}}{3 \cdot {2}^{2016}} = {2}^{2017 - 2016} \cdot {3}^{2017 - 1}$

$x = 2 \cdot {3}^{2016}$