QuestionAugust 4, 2025

What units are used to measure vacuum? In negative psi (-psi) In inches of mercury In negative pascals (-p) In reciprocal psi (1/psi)

What units are used to measure vacuum? In negative psi (-psi) In inches of mercury In negative pascals (-p) In reciprocal psi (1/psi)
What units are used to measure vacuum?
In negative psi (-psi)
In inches of mercury
In negative pascals (-p)
In reciprocal psi (1/psi)

Solution
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Answer

Inches of mercury (inHg) Explanation 1. Identify Common Vacuum Units Vacuum is commonly measured in units such as inches of mercury (inHg) and pascals (Pa). 2. Analyze Negative psi Negative psi (-psi) is not a standard unit for measuring vacuum. Vacuum is typically expressed as a positive value indicating pressure below atmospheric pressure. 3. Analyze Inches of Mercury Inches of mercury (inHg) is a standard unit used to measure vacuum, representing the height of a mercury column that the vacuum can support. 4. Analyze Negative Pascals Negative pascals (-p) are not standard for vacuum measurement. Vacuum is usually expressed in positive pascals, indicating pressure below atmospheric pressure. 5. Analyze Reciprocal psi Reciprocal psi (1/psi) is not a recognized unit for measuring vacuum.

Explanation

1. Identify Common Vacuum Units<br /> Vacuum is commonly measured in units such as inches of mercury (inHg) and pascals (Pa).<br /><br />2. Analyze Negative psi<br /> Negative psi ($-psi$) is not a standard unit for measuring vacuum. Vacuum is typically expressed as a positive value indicating pressure below atmospheric pressure.<br /><br />3. Analyze Inches of Mercury<br /> Inches of mercury (inHg) is a standard unit used to measure vacuum, representing the height of a mercury column that the vacuum can support.<br /><br />4. Analyze Negative Pascals<br /> Negative pascals ($-p$) are not standard for vacuum measurement. Vacuum is usually expressed in positive pascals, indicating pressure below atmospheric pressure.<br /><br />5. Analyze Reciprocal psi<br /> Reciprocal psi $(1/psi)$ is not a recognized unit for measuring vacuum.
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