c¹¹×c³=
x¹⁷÷x⁶=
(x³)⁶=
m¹⁵÷m×m³=
(n⁴)⁵÷(n³)⁶=
Будь ласка допоможіть

Решение и ответ:

[tex]\displaystyle {c^{11}}\cdot {c^3}={c^{11+3}}={c^{14}}[/tex]

[tex]\displaystyle {x^{17}}\div{x^6}={x^{17-6}}={x^{11}}[/tex]

[tex]\displaystyle {\left({{x^3}}\right)^6}={x^{3\cdot6}}={x^{18}}[/tex]

[tex]\displaystyle {m^{15}}\div m\cdot{m^3}={m^{15-1}}\cdot {m^3}={m^{14}}\cdot {m^3}={m^{14+3}}={m^{17}}[/tex]

[tex]\displaystyle {\left({{n^4}}\right)^5}\div{\left({{n^3}}\right)^6}={n^{4\cdot5}}\div{n^{3\cdot6}}={n^{20}}\div{n^{18}}={n^{20-18}}={n^2}[/tex]