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Answer :
To determine the inequality that represents the range of heights for the students in the ninth-grade class, we need to consider the heights of the shortest and tallest students measured in centimeters:
1. The shortest student's height is 155 cm.
2. The tallest student's height is 190 cm.
We need an inequality that includes all possible heights from the shortest to the tallest. This means that any student's height, [tex]\( h \)[/tex], should be greater than or equal to the shortest height and less than or equal to the tallest height.
This is represented by the inequality:
[tex]\[ 155 \leq h \leq 190 \][/tex]
This inequality means:
- [tex]\( h \)[/tex] (the height of any student) should be at least 155 cm.
- [tex]\( h \)[/tex] should also not exceed 190 cm.
Therefore, the correct inequality representing the range of heights is [tex]\( 155 \leq h \leq 190 \)[/tex].
1. The shortest student's height is 155 cm.
2. The tallest student's height is 190 cm.
We need an inequality that includes all possible heights from the shortest to the tallest. This means that any student's height, [tex]\( h \)[/tex], should be greater than or equal to the shortest height and less than or equal to the tallest height.
This is represented by the inequality:
[tex]\[ 155 \leq h \leq 190 \][/tex]
This inequality means:
- [tex]\( h \)[/tex] (the height of any student) should be at least 155 cm.
- [tex]\( h \)[/tex] should also not exceed 190 cm.
Therefore, the correct inequality representing the range of heights is [tex]\( 155 \leq h \leq 190 \)[/tex].
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