$5+2\sqrt{36\ }=$  

 $3\sqrt{25}-6=$  

 $-\sqrt{0.81}=$  

 $\sqrt{1.44}=$  

 $\sqrt{64}=$  

 $^3\sqrt{64}=$  

Select all perfect cubes

 $^3\sqrt{\frac{1000}{343}}=$  

 $^3\sqrt{\frac{1}{216}}=$  

 $^3\sqrt{\frac{27}{64}}$  

 $^3\sqrt{0.729}$  

 $20\ \left(\ \ ^3\sqrt{-\frac{1}{125}}\right)$  

 $5\ \ ^3\sqrt{-512\ }+24=$  

 $\left(^3\sqrt{8}\right)^{3\ }-4=$  

 $^3\sqrt{\frac{216}{512}}=$  

 $^3\sqrt{-125}=$  

 $^3\sqrt{8000}=$  

 $4^{\ \ 3}\sqrt{27}\ -\ ^3\sqrt{1000}\ =$