Question

please solve it ..........

Answer 1

3^2^3-(3)^2×3
=3^8-3^6
=6561-729
=5832

Answer 2

Answer:

(2) 5832

The value of $((3^{2})^{3}-(3^{2})^{3})$ is $5832$

Step-by-step explanation:

The given equation is :

$((3^{2})^{3}-(3^{2})^{3})$

On solving the above equation, we get

=$((3)^8-(3)^6)$

=$6561-729$

=$5832$

Thus, the value of $((3^{2})^{3}-(3^{2})^{3})$ is $5832$

which is the required value.