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you know that 2x5 = 5x2. is it true that 2 to the power of 5 = 5 to the power of 2? explain. If this is not true, which is greater?
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compute and see what you get \[2^5=2\times 2\times 2\times 2\times 2\] whereas \[5^2=5\times 5\]
The fundamental theorem of arithmetic states that they can't be equal because their prime factorization is not the same.
Basically exponentiation is not commutatative like multiplication. Different operations have different properties so what works for addition may not work for other operations.
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