Number of `S-O` bond in `S_(2)O_(8) ^(2-)` and number of `S-S` bond in Rhombic sulphur?

Options

A. 8,8
B. 6,8
C. 2,4
D. 4,2

Explanation

To solve the question regarding the number of `S-O` bonds in `S2O8^(2-)` and the number of `S-S` bonds in rhombic sulfur, we will follow these steps:

### Step 1: Analyze the structure of `S2O8^(2-)`
1. **Identify the formula**: `S2O8^(2-)` indicates that there are 2 sulfur (S) atoms and 8 oxygen (O) atoms.
2. **Draw the structure**: The structure of `S2O8^(2-)` can be represented as:
- Each sulfur atom is connected to oxygen atoms through single and double bonds.
- The structure can be visualized as having a central `S` atom connected to `O` atoms, with some `S` atoms forming double bonds with `O`.
- The overall connectivity shows that there are multiple `S-O` bonds.

### Step 2: Count the `S-O` bonds in `S2O8^(2-)`
1. **Count the bonds**:
- In `S2O8^(2-)`, we can identify that there are 8 `S-O` bonds in total.
- This includes both single and double bonds since a double bond consists of one single bond.

### Step 3: Analyze the structure of Rhombic Sulfur
1. **Identify the structure**: Rhombic sulfur is an allotrope of sulfur that has a crown-like structure.
2. **Draw the structure**: The rhombic sulfur consists of 8 sulfur atoms arranged in a crown shape.

### Step 4: Count the `S-S` bonds in Rhombic Sulfur
1. **Count the bonds**:
- In rhombic sulfur, each sulfur atom is bonded to two other sulfur atoms.
- Therefore, the total number of `S-S` bonds can be counted as follows:
- Each of the 8 sulfur atoms forms bonds with its neighboring atoms, resulting in a total of 8 `S-S` bonds.

### Final Answer
- The number of `S-O` bonds in `S2O8^(2-)` is **8**.
- The number of `S-S` bonds in rhombic sulfur is **8**.

### Summary
- **Number of `S-O` bonds in `S2O8^(2-)`: 8**
- **Number of `S-S` bonds in Rhombic Sulfur: 8**