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Answer :
We are asked to determine the percentage range of fish caught that is estimated to come from illegal fishing. The question provides several options, and we need to show detailed reasoning for why the correct answer is:
[tex]$$20\% \text{ to } 50\%.$$[/tex]
Step 1: Understand the Question
The problem asks: "Illegal fishing is thought to account for what percentage of fish caught?" This means we are looking for a range of percentages.
Step 2: Identify the Correct Range
By analyzing the available options, we find that the range [tex]$$20\% \text{ to } 50\%$$[/tex] accurately matches the estimated impact of illegal fishing when comparing with scientific and conservation reports.
Step 3: Conclude the Answer
Thus, the percentage range is from [tex]$20\%$[/tex] to [tex]$50\%$[/tex]. We can express the answer as a pair of numbers: the lower bound [tex]$20$[/tex] and the upper bound [tex]$50$[/tex], which represent the percentage range.
In conclusion, illegal fishing is believed to account for
[tex]$$20\% \text{ to } 50\%$$[/tex]
of the fish caught.
[tex]$$20\% \text{ to } 50\%.$$[/tex]
Step 1: Understand the Question
The problem asks: "Illegal fishing is thought to account for what percentage of fish caught?" This means we are looking for a range of percentages.
Step 2: Identify the Correct Range
By analyzing the available options, we find that the range [tex]$$20\% \text{ to } 50\%$$[/tex] accurately matches the estimated impact of illegal fishing when comparing with scientific and conservation reports.
Step 3: Conclude the Answer
Thus, the percentage range is from [tex]$20\%$[/tex] to [tex]$50\%$[/tex]. We can express the answer as a pair of numbers: the lower bound [tex]$20$[/tex] and the upper bound [tex]$50$[/tex], which represent the percentage range.
In conclusion, illegal fishing is believed to account for
[tex]$$20\% \text{ to } 50\%$$[/tex]
of the fish caught.
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Rewritten by : Barada