The fractions `44/49,33/38,22/25 and 24/29` are written in descending order as:

Options

A. `22/25, 24/29, 33/38, 44/49`
B. `44/49, 22/25, 33/38, 24/29`
C. `44/49, 33/38, 24/29, 22/25`
D. `24/29, 33/38, 22/25, 44/49`

Answer

To arrange the fractions \( \frac{44}{49}, \frac{33}{38}, \frac{22}{25}, \frac{24}{29} \) in descending order, we will convert each fraction to its decimal form. Here are the steps:

### Step 1: Convert each fraction to decimal form

1. **Calculate \( \frac{44}{49} \)**:
\[ \frac{44}{49} \approx 0.8979 \]

2. **Calculate \( \frac{33}{38} \)**:
\[ \frac{33}{38} \approx 0.8684 \]

3. **Calculate \( \frac{22}{25} \)**:
\[ \frac{22}{25} = 0.88 \]

4. **Calculate \( \frac{24}{29} \)**:
\[ \frac{24}{29} \approx 0.8276 \]

### Step 2: List the decimal values

Now we have the decimal values:
- \( \frac{44}{49} \approx 0.8979 \)
- \( \frac{33}{38} \approx 0.8684 \)
- \( \frac{22}{25} = 0.88 \)
- \( \frac{24}{29} \approx 0.8276 \)

### Step 3: Arrange the decimal values in descending order

From the calculations, we can arrange the fractions based on their decimal values:
1. \( \frac{44}{49} \approx 0.8979 \) (largest)
2. \( \frac{22}{25} = 0.88 \)
3. \( \frac{33}{38} \approx 0.8684 \)
4. \( \frac{24}{29} \approx 0.8276 \) (smallest)

### Step 4: Write the fractions in descending order

Thus, the fractions in descending order are:
\[ \frac{44}{49}, \frac{22}{25}, \frac{33}{38}, \frac{24}{29} \]

### Final Answer:
The fractions in descending order are:
\[ \frac{44}{49}, \frac{22}{25}, \frac{33}{38}, \frac{24}{29} \]