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Write the converse of the statement: “If...

Write the converse of the statement: “If x is zero, then x is
neither positive nor negative”

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To find the converse of the statement "If x is zero, then x is neither positive nor negative," we follow these steps: 1. **Identify the original statement**: The original statement is in the form "If P, then Q," where: - P: "x is zero" - Q: "x is neither positive nor negative" 2. **Write the converse**: The converse of a statement is formed by switching the hypothesis and the conclusion. Therefore, we will write it as "If Q, then P." 3. **Apply the identified components**: - Q (the second part of the original statement): "x is neither positive nor negative" - P (the first part of the original statement): "x is zero" 4. **Construct the converse statement**: - The converse statement will be: "If x is neither positive nor negative, then x is zero." Thus, the converse of the statement "If x is zero, then x is neither positive nor negative" is: **"If x is neither positive nor negative, then x is zero."** ---
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