Question

Which of the following are solutions to the inequality below? Select all that apply.

10 S
S = 12
4
S = 7
H
S = 9
S = 10

Answer 1

The solution to the inequality
`\(10 \leq S\)` are S = 12 and 10.

The given inequality is
`\(10 \leq S\)`. Let's evaluate each option to determine if it satisfies the inequality:

1.
`\(S = 12\): \(10 \leq 12\) (True)`

2.
`\(S = 4\): \(10 \leq 4\) (False)`

3.
`\(S = 7\): \(10 \leq 7\) (False)`

4.
`\(S = 9\): \(10 \leq 9\) (False)`

5.
`\(S = 10\): \(10 \leq 10\) (True)`

Therefore, the solutions to the inequality
`\(10 \leq S\)` are
`\(S = 12\)` and
`\(S = 10\).` These values make the inequality true, as 10 is less than or equal to both 12 and 10. The other values,
`\(S = 4\)`,
`\(S = 7\)`, and
`\(S = 9\)`, do not satisfy the inequality.

The question probable may be:

Which of the following are solutions to the inequality below? Select all that apply.

`\(10 \leq S\)`

S = 12

S= 10

S = 4

S= 7

S= 9