Peters Salinas
02/25/2023 · Primary School
Is \( j=-16 \) a solution to the inequality below? \( \frac{j}{4}>-17 \) yes no
UpStudy ThothAI Solution
Tutor-Verified Answer
Step-by-step Solution
To determine if \( j = -16 \) is a solution to the inequality \( \frac{j}{4} > -17 \), we can substitute \( j \) with \(-16\) in the inequality.
Starting with the inequality:
\[
\frac{j}{4} > -17
\]
Substituting \( j = -16 \):
\[
\frac{-16}{4} > -17
\]
Calculating the left side:
\[
-4 > -17
\]
This statement is true because \(-4\) is indeed greater than \(-17\).
Since the inequality holds true, we conclude that:
**Yes, \( j = -16 \) is a solution to the inequality.**
Quick Answer
Yes, \( j = -16 \) is a solution.
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