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Answer :
We are given the relative frequencies for the groups who cannot swim:
1. For the first group, the relative frequency is [tex]$0.06$[/tex], which corresponds to [tex]$6\%$[/tex].
2. For the second group, the relative frequency is [tex]$0.12$[/tex], which corresponds to [tex]$12\%$[/tex].
Since the survey includes both groups, the total percentage of people who cannot swim is the sum of these percentages:
[tex]$$
\text{Total percentage} = 6\% + 12\% = 18\%
$$[/tex]
Thus, the percentage of people surveyed who cannot swim is [tex]$18\%$[/tex].
1. For the first group, the relative frequency is [tex]$0.06$[/tex], which corresponds to [tex]$6\%$[/tex].
2. For the second group, the relative frequency is [tex]$0.12$[/tex], which corresponds to [tex]$12\%$[/tex].
Since the survey includes both groups, the total percentage of people who cannot swim is the sum of these percentages:
[tex]$$
\text{Total percentage} = 6\% + 12\% = 18\%
$$[/tex]
Thus, the percentage of people surveyed who cannot swim is [tex]$18\%$[/tex].
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