Asked by Praise Murphy on Mar 10, 2024
Verified
Translate the verbal statement into a linear inequality. x is greater than -14 and less than or equal to 4
A) −14≤x<4- 14 \leq x < 4−14≤x<4
B) −14<x<4- 14 < x < 4−14<x<4
C) −14>x≥4- 14 > x \geq 4−14>x≥4
D) −14<x≤4- 14 < x \leq 4−14<x≤4
E) −14≤x≤4- 14 \leq x \leq 4−14≤x≤4
Linear Inequality
An inequality that involves linear functions. It represents a region of the coordinate plane that satisfies the inequality relation.
Verbal Statement
A statement made using words, especially in mathematics to describe a problem or equation verbally.
- Translate verbal statements into mathematical inequalities.
Verified Answer
AD
Anthony DellaquilaMar 10, 2024
Final Answer :
D
Explanation :
The statement "x is greater than -14 and less than or equal to 4" translates to −14<x≤4-14 < x \leq 4−14<x≤4 , which matches option D.
Learning Objectives
- Translate verbal statements into mathematical inequalities.
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