translate the following to an inequality. I have at most 7 pairs of shoes?
s = pairs of shoes
s ≤ 7
Ah, I see you have a fancy footwear collection! Let me translate that statement into an inequality for you:
The number of pairs of shoes, 's', can be represented by the inequality:
s ≤ 7
This suggests that the total number of pairs of shoes you have is less than or equal to 7.
To translate the statement "I have at most 7 pairs of shoes" into an inequality, we can use the less than or equal to symbol (≤).
Let's represent the number of pairs of shoes as 'n'.
The inequality would be:
n ≤ 7
To translate the given statement "I have at most 7 pairs of shoes" into an inequality, we need to understand that "at most" means the maximum or equal to. Let's assume the variable "x" represents the number of pairs of shoes.
The phrase "I have at most 7 pairs of shoes" can be translated into the inequality:
x ≤ 7
In this inequality, "x" represents the number of pairs of shoes I have, and the symbol "≤" indicates "less than or equal to," meaning the value of "x" cannot exceed 7.