Question

Select the values that make the inequality t, is less than, 6t<6 true.
(Numbers written in order from least to greatest going across.)
Answer
Attempt 1 out of 2
-2 1 3
5 5.9 5.99
5.999 6 6.001
6.01 6.1 7
9 11 14
Submit Answer

Answer 1

To solve the inequality \( 6t < 6 \), we can first divide both sides by 6:

\[
t < 1
\]

This means we want to find the values of \( t \) that are less than 1. Now, let's examine the given options to see which numbers fall in that range:

1. **-2** (is less than 1)
2. **1** (is equal to 1, not less)
3. **3** (is greater than 1)
4. **5** (is greater than 1)
5. **5.9** (is less than 1)
6. **5.99** (is less than 1)
7. **5.999** (is less than 1)
8. **6** (is equal to 1, not less)
9. **6.01** (is greater than 1)
10. **6.1** (is greater than 1)
11. **7** (is greater than 1)
12. **9** (is greater than 1)
13. **11** (is greater than 1)
14. **14** (is greater than 1)

From this analysis, the only values that satisfy the inequality \( t < 1 \) are:
- **-2**
- **5**
- **5.9**
- **5.99**
- **5.999**

Therefore, the correct selection of values, written in order from least to greatest, is:

**-2, 5, 5.9, 5.99, 5.999**