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Chapter 2: Problem 40
A) NO CHANGE B) states have passed additional restrictions' C) states have passed additional restrictions D) states' have passed additional restrictions
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A) NO CHANGE B) size C) quantity D) capacity
A) \(\mathrm{NO} \mathrm{CHANGE}\) B) however, C) for example, D) DELETE the underlined portion.
The amount of carbon- 15 in a given sample decays exponentially with time. If the function \(C(m)=100\left(\frac{1}{2}\right)^{24 m}\) models the amount of carbon-15 remaining in the sample after \(m\) minutes, which of the following must be true? A) The amount of carbon in the sample halves every minute. B) The amount of carbon in the sample halves every 24 minutes. C) The amount of carbon in the sample halves 24 times every minute. D) The amount of carbon in the sample reduces by a factor of 24 every 2 minutes.
A) NO CHANGE B) songs and, C) songs, and D) songs, and,
If \(c>0\) and \(m\) and \(n\) are positive integers, which of the following is equivalent to \(c^{\frac{m}{n}}\) ? A) \(\frac{c^m}{c^n}\) B) \(c m-n\) C) \((\sqrt[m]{c})^n\) D) \((\sqrt[n]{c})^m\)
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