Question

Which products are greater than
2 5/6
?
(1 point)
O
18)
65
66
2
5 6
X
2
5 6
X
2
56
2
5
6
23

Answer 1

To determine which products are greater than \(2 \frac{5}{6}\), we first need to convert \(2 \frac{5}{6}\) into an improper fraction. This is done as follows:

\[
2 \frac{5}{6} = \frac{2 \times 6 + 5}{6} = \frac{12 + 5}{6} = \frac{17}{6}
\]

Now we are looking for products that are greater than \(\frac{17}{6}\).

Now, let's evaluate the options provided:

1. **18**:
\(18 > \frac{17}{6}\) (since \(18 = \frac{108}{6}\))

2. **65**:
\(65 > \frac{17}{6}\) (since \(65 = \frac{390}{6}\))

3. **66**:
\(66 > \frac{17}{6}\) (since \(66 = \frac{396}{6}\))

4. **2**:
\(2 < \frac{17}{6}\) (since \(2 = \frac{12}{6}\))

5. **5**:
\(5 > \frac{17}{6}\) (since \(5 = \frac{30}{6}\))

6. **6**:
\(6 > \frac{17}{6}\) (since \(6 = \frac{36}{6}\))

7. **23**:
\(23 > \frac{17}{6}\) (since \(23 = \frac{138}{6}\))

Based on this evaluation, the products greater than \(2 \frac{5}{6}\) are:

- 18
- 65
- 66
- 5
- 6
- 23

If your question concerns specific options in the choices you provided, please clarify further.