Question
3 is the solution to the equation and the boundary point for the inequality. Is 3 also a solution to the inequality?
m - 9 ≥ -6
m-9=-6m=3
Yes
No
m - 9 ≥ -6
m-9=-6m=3
Yes
No
Answers
GPT-4o mini
To determine if 3 is a solution to the inequality \( m - 9 \geq -6 \), we can substitute \( m = 3 \) into the inequality:
\[
3 - 9 \geq -6
\]
\[
-6 \geq -6
\]
This statement is true because \(-6\) is equal to \(-6\).
Since the inequality holds true when \( m = 3 \), the answer is:
**Yes**, 3 is also a solution to the inequality.
\[
3 - 9 \geq -6
\]
\[
-6 \geq -6
\]
This statement is true because \(-6\) is equal to \(-6\).
Since the inequality holds true when \( m = 3 \), the answer is:
**Yes**, 3 is also a solution to the inequality.