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fairlykyle fairlykyle
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6 years ago

The annual household incomes, in thousands of dollars, for 150 households in a small community are summarized in the histogram below.
   
Q. 2

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Q. 3

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

Q. 4

PZ2U238DwUEQHFYgAsk6Z5aowNJAG 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

Q. 5

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

Q. 6

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

Q. 7

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Bo
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6 years ago
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fairlykyle Author
wrote...
6 years ago
Thank you for answering correctly!
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