An fictitious element with the symbol Z, combines with oxygen to make an ion with the formula: Z2054 What is the oxidation number of Z in this ion? 6. 3. 4.

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**Question: Oxidation Number Determination**

An fictitious element with the symbol Z combines with oxygen to make an ion with the formula: \( \text{Z}_2\text{O}_5^{4-} \).

What is the oxidation number of Z in this ion?

- ○ 5
- ○ 3
- ○ 6
- ○ 2
- ○ 4

**Explanation**: 

To determine the oxidation number of Z in the ion \( \text{Z}_2\text{O}_5^{4-} \), use the following steps:

1. **Determine the oxidation number of oxygen**: Oxygen typically has an oxidation number of -2.

2. **Apply the formula**:
   - In \( \text{Z}_2\text{O}_5^{4-} \), there are 5 oxygen atoms. 
   - Total oxidation from oxygen: \( 5 \times (-2) = -10 \).

3. **Consider the overall charge**:
   - The ion has a charge of -4. This means the combined oxidation amount from Z must counterbalance the charge from oxygen to result in an overall charge of -4.

4. **Set up the equation** for total charge balance:
   - Let the oxidation number of Z be \( x \).
   - \( 2x + (-10) = -4 \)
   - Solve for \( x \): 
     \[
     2x - 10 = -4 
     \]
     \[
     2x = 6 
     \]
     \[
     x = 3 
     \]

Thus, the oxidation number of Z in the ion is 3.
Transcribed Image Text:**Question: Oxidation Number Determination** An fictitious element with the symbol Z combines with oxygen to make an ion with the formula: \( \text{Z}_2\text{O}_5^{4-} \). What is the oxidation number of Z in this ion? - ○ 5 - ○ 3 - ○ 6 - ○ 2 - ○ 4 **Explanation**: To determine the oxidation number of Z in the ion \( \text{Z}_2\text{O}_5^{4-} \), use the following steps: 1. **Determine the oxidation number of oxygen**: Oxygen typically has an oxidation number of -2. 2. **Apply the formula**: - In \( \text{Z}_2\text{O}_5^{4-} \), there are 5 oxygen atoms. - Total oxidation from oxygen: \( 5 \times (-2) = -10 \). 3. **Consider the overall charge**: - The ion has a charge of -4. This means the combined oxidation amount from Z must counterbalance the charge from oxygen to result in an overall charge of -4. 4. **Set up the equation** for total charge balance: - Let the oxidation number of Z be \( x \). - \( 2x + (-10) = -4 \) - Solve for \( x \): \[ 2x - 10 = -4 \] \[ 2x = 6 \] \[ x = 3 \] Thus, the oxidation number of Z in the ion is 3.
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