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Answer :
To solve the problem of determining which inequality represents the sentence "A number is no more than 57," let's break down the meaning of the sentence:
1. Understanding the Phrase "No More Than":
- The phrase "no more than" indicates a maximum limit. This means that the number cannot exceed this limit.
- In terms of comparison, if a number is no more than 57, it means the number could be less than or equal to 57.
2. Writing the Inequality:
- To express that a number is less than or equal to 57, we use the inequality symbol "≤".
- So, the correct inequality that represents "A number is no more than 57" is [tex]\( n \leq 57 \)[/tex].
Therefore, the sentence "A number is no more than 57" is represented by the inequality [tex]\( n \leq 57 \)[/tex].
1. Understanding the Phrase "No More Than":
- The phrase "no more than" indicates a maximum limit. This means that the number cannot exceed this limit.
- In terms of comparison, if a number is no more than 57, it means the number could be less than or equal to 57.
2. Writing the Inequality:
- To express that a number is less than or equal to 57, we use the inequality symbol "≤".
- So, the correct inequality that represents "A number is no more than 57" is [tex]\( n \leq 57 \)[/tex].
Therefore, the sentence "A number is no more than 57" is represented by the inequality [tex]\( n \leq 57 \)[/tex].
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