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An impartial judge of a local garden competition collects scores from two groups of judges on what he suspects to be the number one garden.

An impartial judge of a local garden competition collects scores from two groups of judges on what he suspects to be the number one garden. He finds the first group

(n = 6)

has a mean score of 75. The second group

(n = 2)

has a mean score of 94. So that he may declare the final score, what is the weighted mean of these two groups?

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