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Gillian, Laali, and Freddie collect shells on a beach. They decide to share the shells between them in a ratio. If Laali and Freddie have shells between them, how many shells does Farran have?

Answer :

Final answer:

The question lacks the necessary ratio for accurate distribution of the shells amongst Gillian, Laali, and Freddie. An example is given to demonstrate how the ratio would work, but without the specific ratio, it can't be definitively answered.

Explanation:

The question seems to be incomplete as it does not provide the ratio in which Gillian, Laali, and Freddie decide to share the shells. Therefore, it's impossible to specify how many shells Farran would have without this information. However, if I hypothesize an example, let's say they decided to share the shells in a ratio of 1:2:3 respectively. If Laali and Freddie together have 5 shells, in a 1:2:3 ratio, Freddie would have 3 shells and Laali would have 2 shells.

In this ratio, for every 6 shells total (1 for Gillian, 2 for Laali, and 3 for Freddie), Gillian would get 1 shell. Thus, if Laali and Freddie have 5 shells (less than 6 total), Gillian would have less than the one shell she would have if they had 6 altogether.

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