Question

I only know one that applys​

Answer 1

B. -1; C. -6; D. -7; E. -3

Explanation:

Given the inequality,
`3x - 1` >
`-7`, solve to find the possible values of the solution as follows:

`3x - 1` >
`-7`

Add 1 to both sides of the inequality

`3x - 1 + 1` >
`-7 + 1`

`3x` >
`-6`

Divide both sides by 3

`(3x)/(3)` >
`(-6)/(3)`

`x` >
`-2`

This means the values of x are greater than -2, therefore, the solution of these inequality includes all values that rangers from -1 and above. Therefore, -1, -6, -7, -3 are all solutions to the inequality.