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Which of the following is true?
$$7^{(3^2)} = (7^3)^2$$
$$7^{(3^2)} > (7^3)^2$$
$$7^{(3^2)} < (7^3)^2$$
None of these
$$7^{(3^2)} = 7^9$$
$$(7^3)^2 = 7^6$$
So $$7^{(3^2)} > (7^3)^2$$
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