Question

Which of the following are solutions to the inequality below? Select all that apply.
-7 < b
b=-8
b =-4
b =6
b = -12

Answer 1

To solve the inequality \(-7 < b\), we are looking for values of \(b\) that are greater than \(-7\).

Let's evaluate the given options:

1. \(b = -8\): This is **not** a solution, since \(-8\) is less than \(-7\).
2. \(b = -4\): This is a solution, since \(-4\) is greater than \(-7\).
3. \(b = 6\): This is a solution, since \(6\) is greater than \(-7\).
4. \(b = -12\): This is **not** a solution, since \(-12\) is less than \(-7\).

Therefore, the solutions to the inequality \(-7 < b\) are:
- \(b = -4\)
- \(b = 6\)

Answer 2

Which of the following are solutions to the inequality below? Select all that apply.
-7 < b
b=-8
b =-4
b =-6
b = -12

Answer 3

To determine which values are solutions to the inequality \(-7 < b\), we need to find values of \(b\) that are greater than \(-7\).

Let's evaluate the given options:

1. \(b = -8\): This is **not** a solution, since \(-8\) is less than \(-7\).
2. \(b = -4\): This **is** a solution, since \(-4\) is greater than \(-7\).
3. \(b = -6\): This **is** a solution, since \(-6\) is greater than \(-7\).
4. \(b = -12\): This is **not** a solution, since \(-12\) is less than \(-7\).

Therefore, the solutions to the inequality \(-7 < b\) are:
- \(b = -4\)
- \(b = -6\)