\cfrac{\left(7^2\cdot 7^3\cdot 3\cdot 3^5\cdot 5\right) }{\left(7^4\cdot 3^5\right) }. \cfrac{\left(2^{17}\right) \cdot \left(3^4\right) }{\left(24^4\right) }. Решение. \cfrac{(7^2\cdot 7^3\cdot 3\cdot 3^5\cdot 5)}{(7^4\cdot 3^5)}= = \cdot ~5=7~\cdot \cdot ~5= . \cfrac{(2^{17})\cdot (3^4)}{(24^4)}= = = =\dfrac{(2^{17})}{(2^{12})}= = . Ответ. . .
Задание

Вычисли

  1. \(\cfrac{\left(7^2\cdot 7^3\cdot 3\cdot 3^5\cdot 5\right) }{\left(7^4\cdot 3^5\right) }\) .
  2. \(\cfrac{\left(2^{17}\right) \cdot \left(3^4\right) }{\left(24^4\right) } \) .

Решение.

  1. \(\cfrac{(7^2\cdot 7^3\cdot 3\cdot 3^5\cdot 5)}{(7^4\cdot 3^5)}=\) [ ] \(=\) [ ] \(\cdot ~5=7~\cdot \) [ ] \(\cdot ~5=\) [ ].
  2. \(\cfrac{(2^{17})\cdot (3^4)}{(24^4)}=\) [ ] \(=\) [ ] \(=\) [ ] \(=\dfrac{(2^{17})}{(2^{12})}=\) [ ] \(=\) [ ].

Ответ.

  1. [ ].
  2. [ ].