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(16^-5)1/20 can someone please help me, I know 16 raised to the power of -5 is one over 16 to the 5 power(1/16^5) but then what do I do with the power of 1 over 20 (1/16^5)1/20 ?
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So you have a base raised to a power and then that is being raised to another power?
If the answer to my question is yes, then there is a rule in algebra which allows you to multiply the two powers together. If you do that, your problem simplifies to a much nicer 16^(-5/20) which then simplifies even nicer to 16^(-1/4). Then you just have to take the 4th root of 16 and raise that to the -1 power. The fourth root of 16 is 2, and 2 raised to the -1 power is 1/2.
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