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Exam 13: Geometric Dimensioning and Tolerancing

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Question 41

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Which geometric tolerance is characterized by any given cross section taken perpendicular to the axis of a cylinder or cone or through the common center of a sphere?

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Question 42

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Name each of the following geometric characteristic symbols.

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Question 43

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Give the formula used to determine the positional tolerance of a floating fastener.

Under which condition(s) is a projected tolerance zone recommended?

Identify the two ways that a projected tolerance zone can be shown on a drawing.

Identify at least five locations where a feature control frame can be placed on a drawing.

List the five basic types of dimensioning and geometric tolerancing symbols.

Define parallelism.

Name the following symbol and identify the proper drafting dimensions B through F and put symbol name at A.

Define true position.

Any letter of the alphabet can be used to identify a datum ex- cept for , , and .

The tertiary datum plane must be established by at least point(s) on the tertiary datum surface.

Define tangent plane.

What information is placed in the top half of the datum target symbol?

Give the formulas for calculating the slot boundary when applying positional tolerancing to slotted features.

A(n) geometric tolerance zone is established by two parallel planes at any specified basic angle, other than 908, to a datum plane or axis. The specified angle must be , and it must be dimensioned from the plane.

Give the formula used to determine the positional tolerance of a fixed fastener.

Given the following drawing, a reference chart showing a range of possible produced sizes, and four optional feature control frames that can be applied to the diameter dimen- sion, provide the positional tolerance at each possible pro- duced size for each feature control frame application.

Describe how to properly display the symbols for a circular datum target area, a square datum target area, a rectangular datum target area, and a spherical datum target area.

Define tangent plane and describe the relationship among the actual surface, the tangent plane, and the geometric tolerance.