Solve: n+6≤ -4
Whats the answer>?
AAhhooooOOOOgah!
Having said that, I'll do one, and maybe you can use that to solve the others, or show where you get stuck.
you start with inequalities just like equations, remembering one crucial thing:
If you multiply or divide by a negative value, you reverse the direction of the inequality.
So.
n+6≤ -4
subtract 6 from both sides:
n <= -10
done.
To solve the inequality n + 6 ≤ -4, you need to isolate the variable n.
Step 1: Start by subtracting 6 from both sides of the inequality to get n + 6 - 6 ≤ -4 - 6. This simplifies to n ≤ -10.
Therefore, the solution to the inequality n + 6 ≤ -4 is n ≤ -10.