Ответ:
1) [tex](-\frac{5a^3c^5}{6b^2})^3=-\frac{125a^9c^1^5}{216b^6}[/tex]
2)
[tex]\frac{a^2-25}{a^2-7a}*\frac{a^2-49}{2a^2+10a}\\\\\frac{(a^2-25)(a^2-49)}{(a^2-7a)(2a^2+10a)}\\\\\frac{(a-7)(a-5)(a+5)(a+7)}{2(a-7)(a+5)a^2}\\\\\frac{(a-5)(a+7)}{2a^2}=\frac{a^2+2a-35}{2a^2}[/tex]
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Answers & Comments
Ответ:
1) [tex](-\frac{5a^3c^5}{6b^2})^3=-\frac{125a^9c^1^5}{216b^6}[/tex]
2)
[tex]\frac{a^2-25}{a^2-7a}*\frac{a^2-49}{2a^2+10a}\\\\\frac{(a^2-25)(a^2-49)}{(a^2-7a)(2a^2+10a)}\\\\\frac{(a-7)(a-5)(a+5)(a+7)}{2(a-7)(a+5)a^2}\\\\\frac{(a-5)(a+7)}{2a^2}=\frac{a^2+2a-35}{2a^2}[/tex]