Question
$2^3$ _____ $3^2$

Answer

$2^3 \leq 3^2$
Solution:
$2^3=3^2$
$\because 2^3=2 \times 2 \times 2=8$
and $3^2=3 \times 3=9$
$\text { So, } 8<9$
$\therefore 2^3<3^2$

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