Unit and Fraction Conversions Flashcards

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Refer to the prior experiment as well as the exercise above where a log was used to change the counts. (a) Determine the relationship between the log counts and the interval following the beginning of the first counting period. (b) Does the correlation accurately capture the relationship between these two variables in terms of numbers? Describe your response. (c) Compare the outcomes of this exercise to the outcomes of the prior activity.

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Sketch a more accurate graph of $g$ by using your calculator or computer to estimate $g(0.2), g(0.4), \ldots$ . (Use the integration command, if available, or the Midpoint Rule.)

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If ${A = diag(a_{11},...,a_{nn})}$ , under what conditions is ${A}$ nonsingular ? What is ${A^{-1}}$ in this case ?

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Write the radical using rational exponents.

\sqrt[3]{6^{4}}

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