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what is 10 to the -4 power
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So to do\[10^-4\] As for all negative powers, all you have to do is move the decimal to the left. In this case, four places to the left.
0.001
oh ok
0.001 is correct.
how bout to the -1 power
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Then you just move the decimal one place to the left.
0.01????
Maybe you should look at the definition, let x and y be non-negative, real numbers, then \[x^{-y} := \frac{1}{x^y}\]
10.0, move the decimal one place to the left, 1.00
And if you wanted to use the definition, which is great, 10^-1 = 1/10^1
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I am sorry, please disregard my 1.00. I made a dumb mistake.
1/10 = one tenth = .1
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