Cari nilai bagi / Find the value of :

  $\left(2\frac{1}{3}\right)^2$  

Pernyataan yang manakah betul?

Which statement is correct?

 $3\sqrt{8\ \times\ 27}\ =\$  

(-0.02)² + (0.2)² x 0.1 =

 $\sqrt{81}$  +  $3\sqrt{-512}$  +  $\left(\sqrt{9}\right)^2$   =

 $\left(\sqrt{1\frac{1}{2}}\right)^2\ \ +\ \frac{1}{4}\ =$  

 $3\sqrt{3\frac{3}{8}}\ -\ \frac{1}{3\sqrt{8}}\ \ =$  

 $\sqrt{72\ }$  terletak di antara
 $\sqrt{72}$  is between

Anggarkan nilai bagi  $3\sqrt{9.1}$  

 $\left(\frac{3}{5}\right)^2$  - $\sqrt{3.24}$  x  $10^3$  

Tentukan sama ada nombor 729 ialah kuasa tiga sempurna.

Determine whether number 729 is a perfect cube.

Tandakan pernyataan yang betul / 

Mark the correct statement

  $\left(3\sqrt{1331}\right)^3$  x  $\left(3\sqrt{1331}\right)^3$  =

Diberi   $\sqrt{\left(y-1\right)\ }=\ 1^2$  ,  maka y =

Hitung nilai bagi / Find the value of :
 $3^2$   -  $3\sqrt{27}$   $\div$   $\left(-1\right)^3$  =