\raisebox{-0.8em}{$ 1)\; (a\cdot b\cdot c)^5=a $} \raisebox{-0.8em}{$ \cdot b $} \raisebox{-0.8em}{$ \cdot c $} \raisebox{-0.8em}{$ ; $} \raisebox{-0.8em}{$ 2)\; (x^2\cdot y^3\cdot b)^4=x $} \raisebox{-0.8em}{$ \cdot y $} \raisebox{-0.8em}{$ \cdot b $} \raisebox{-0.8em}{$ ; $} \raisebox{-0.8em}{$ 3)\; \left(\dfrac{a\cdot b}{c}\right) $} \raisebox{-0.8em}{$ =\dfrac{a^4\cdot b^4}{c^4} . $}
Задание

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\(\raisebox{-0.8em}{\)1); (a\cdot b\cdot c)^5=a\(}\) [ ] \(\raisebox{-0.8em}{\)\cdot b\(}\) [ ] \(\raisebox{-0.8em}{\)\cdot c\(}\) [ ] \(\raisebox{-0.8em}{\);\(}\)

\(\raisebox{-0.8em}{\)2); (x2\cdot y3\cdot b)^4=x\(}\) [ ] \(\raisebox{-0.8em}{\)\cdot y\(}\) [ ] \(\raisebox{-0.8em}{\)\cdot b\(}\) [ ] \(\raisebox{-0.8em}{\);\(}\)

\(\raisebox{-0.8em}{\)3); \left(\dfrac{a\cdot b}{c}\right)\(}\) [ ] \(\raisebox{-0.8em}{\)=\dfrac{a4\cdot b4}{c^4}.\(}\)