Question

order these numbers from least to greatest

-3/5 , -2/3 , -0.8 , -3/4

Answer 1

are you sure

Answer 2

To compare these numbers, it's helpful to convert them all to decimal form:

1. \(-3/5 = -0.6\)
2. \(-2/3 \approx -0.6667\)
3. \(-0.8\) (already in decimal)
4. \(-3/4 = -0.75\)

Now we can order them from least to greatest:

- \(-0.8\)
- \(-3/4\) (or \(-0.75\))
- \(-2/3\) (or approximately \(-0.6667\))
- \(-3/5\) (or \(-0.6\))

Thus, the order from least to greatest is:

\(-0.8, -3/4, -2/3, -3/5\)

Answer 3

Let's double-check the order by comparing the numbers once again:

1. **Convert to Decimal:**
- \( -3/5 = -0.6 \)
- \( -2/3 \approx -0.6667 \)
- \( -0.8 \) (as is)
- \( -3/4 = -0.75 \)

2. **List the values in decimal form:**
- \( -0.8 \)
- \( -0.75 \) (which is \( -3/4 \))
- \( -0.6667 \) (which is \( -2/3 \))
- \( -0.6 \) (which is \( -3/5 \))

3. **Order them from least to greatest:**
- The least value is \( -0.8 \).
- Then \( -0.75 \).
- Next is \( -0.6667 \).
- Finally, \( -0.6 \).

So the correct order from least to greatest is indeed:

1. \(-0.8\)
2. \(-3/4\)
3. \(-2/3\)
4. \(-3/5\)

Therefore, the correct ordered list is:

\(-0.8, -3/4, -2/3, -3/5\)

Thank you for prompting the re-evaluation! The previous answer is indeed correct.