solve the inequility 3z> -36
a z>-1
b z>12 ***
c z<15
d z <-15
solve the inequality
x+17 is equal to or less than -5
a x is less than or equal to 12
b x is less than or equal to -12 ***
c x is less than or equal to 22
d x is less than or equal to -22
solve the inequality
x+17 is equal to or less than -5
a x is less than or equal to 12 **
b x is less than or equal to -12
c x is less than or equal to 22
d x is less than or equal to -22
this is correct? i redid it
3z> -36
Divide both sides by 3.
z " -12
You're right.
To solve the inequality 3z > -36, follow these steps:
1. Divide both sides of the inequality by 3:
(3z) / 3 > (-36) / 3
Simplifying, we get:
z > -12
2. So, the solution to the inequality is z > -12.
Now, let's check which of the given options matches the solution:
a) z > -1
-1 is greater than -12, so this option is not correct.
b) z > 12
12 is greater than -12, so this option is correct.
c) z < 15
15 is greater than -12, so this option is not correct.
d) z < -15
-15 is not greater than -12, so this option is not correct.
Therefore, the correct answer is option b) z > 12.
No, Subtract 17 from both sides.
No
Why didn't you follow my advice?