When an angularity tolerance is applied to a planar surface, the angularity deviation of a surface is verified by finding the distance between two parallel planes, at a specified angle, that all of the points of the surface are located between.
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Q1: Where an angularity tolerance applies to a(n)
Q2: When an angularity tolerance is applied to
Q3: When an angularity tolerance (at MMC) is
Q4: Where an angularity tolerance contains _ datum
Q6: When angularity is applied to a surface,
Q7: Name the two common tolerance zones for
Q8: Explain angularity.
Q9: What are the two parts of verifying
Q10: Explain the three common real-world applications of
Q11: Where angularity is applied to a planar
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