Đáp án:
$1)
\dfrac{x\sqrt{5xy}}{7y}\\
2) 7\sqrt{-3xy}\\$
Giải thích các bước giải:
$1)
\sqrt{\dfrac{5x^3}{49y}}\\
=\sqrt{\dfrac{5x^3}{7^2y}}
=\dfrac{\sqrt{5x^3}}{\sqrt{7^2y}}\\
=\dfrac{x\sqrt{5x}}{7\sqrt{y}}
=\dfrac{x\sqrt{5x}.\sqrt{y}}{7y}
=\dfrac{x\sqrt{5xy}}{7y}\\
2) 7xy\sqrt{\dfrac{-3}{xy}}\\
=7\sqrt{xy}.\sqrt{xy}.\sqrt{\dfrac{-3}{xy}}\\
=7\sqrt{-3xy}\\$