Задание
Выберите, чему равно выражение:
\(\displaystyle (2t-9)^{\: 3}\cdot (10m+11n)^{\: 2}=\,\,?\)
- \(\displaystyle \small (2t-9)\cdot (2t-9) \cdot (10m+11n) \cdot (10m+11n)\cdot (10m+11n) \cdot (10m+11n)\)
- \(\displaystyle \small (2t-9)\cdot (2t-9) \cdot (2t-9) \cdot (10m+11n)\cdot (10m+11n)\)
- \(\displaystyle \small (2t-9)\cdot (2t-9) \cdot (2t-9) \cdot (2t-9)\cdot (10m+11n) \cdot (10m+11n)\)
- \(\displaystyle \small (2t-9)\cdot (2t-9) \cdot (2t-9) \cdot (10m+11n)\cdot (10m+11n)\cdot (10m+11n)\)
- \(\displaystyle \small (2t-9)\cdot (10m+11n) \cdot (2t-9) \cdot (10m+11n)\)