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Answer:
The product is:
(3a²b²) (5a²bº) = 3 * 5 * a² * a² * b² * bº
Simplifying further:
= 15a^(2+2) * b^(2+0)
= 15a^4 * b^2
Therefore, the product of (3a²b²) and (5a²bº) is 15a^4 * b^2.