Given that the a power of 3 is equal to 2 and the B power of 3 is equal to 5, what is the value of 2A plus 3B power of 9?

The 2A + 3B power of 9
=The power of 2A + 3b of (3 & # 178;)
=3^(4a+6b)
=3^4a×3^6b
=(3^a)^4×(3^b)^6
=2^4×5^6
=2.5×10^5

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