# The width of a youth soccer field must be at least 45 meters, but cannot exceed 60 meters. Write two inequalities that describe the width, w, of youth soccer field. Then write two integers that are solutions of the inequalities.

The width of a youth soccer field must be at least 45 meters, but cannot exceed 60 meters. Write two inequalities that describe the width, w, of youth soccer field. Then write two integers that are solutions of the inequalities.
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“At least” means “greater than or equal to” so we can write: $w\ge 45$
“Cannot exceed” means “less than or equal to” so we can write: $w\le 60$
Two possible integers that are solutions of the inequalities are: 50 and 55