Without looking at the periodic table, select the elements belonging to same from the following list.

Options

A. `Z = 12, 38, 4, 88`
B. `Z =9,16,3,35`
C. `Z=5,11,27,19`
D. `Z=24,47,42,55`

Explanation

To determine which elements belong to the same group from the given list, we can follow these steps:

### Step-by-Step Solution:

1. **Identify the Elements**: First, we need to identify the atomic numbers of the elements provided in the question. Let's assume the elements are represented by their atomic numbers.

2. **Sort the Atomic Numbers**: Arrange the atomic numbers in ascending order to analyze their periodicity.

3. **Apply the Magic Number Rule**: The magic numbers for the periodic table are 2, 8, 8, 18, 18, and 32. We will use these numbers to determine the periods of the elements:
- The first period has 2 elements (1s orbital).
- The second and third periods have 8 elements each (2s and 2p orbitals).
- The fourth and fifth periods have 18 elements each (3s, 3p, and 3d orbitals).

4. **Determine the Periods**:
- For the smallest atomic number, identify its period.
- Add the corresponding magic number to find the next element in the same group.
- Continue this process to find the elements that fit the magic number pattern.

5. **Check Each Option**: Repeat the above steps for each option provided in the question to determine which set of elements belongs to the same group.

6. **Select the Correct Option**: After analyzing all options, select the one where all elements fit the magic number pattern.

### Example Application:
Suppose we have the following atomic numbers: 4, 12, 38, and 88.

- **Sort**: 4, 12, 38, 88
- **Identify Periods**:
- 4 (2nd period)
- 12 (3rd period, 4 + 8)
- 38 (4th period, 20 + 18)
- 88 (5th period, 56 + 32)

Since all these numbers follow the magic number rule, they belong to the same group.

### Conclusion:
The correct option is the one where the elements share the same group based on the magic number rule.