Tolerance Talk
Fitting It Together
Math & Measurement
CAD and Communication
Joining Forces
100

This term describes the acceptable range of variation in a part’s dimension.

tolerance

100

When two parts always have space between them when assembled, this type of fit exists.

Clearance

100

This statistical term represents the average value in a set of data.

Mean

100

These three tolerance formats are most common in CAD drawings.

Unilateral, bilateral, and limit tolerance

100

Name one permanent and one non-permanent joining method.

adhesive or welding; bolt or screw

200

A dimension of 5.000 ± 0.010 means the part can range between these two sizes.

4.99 and 5.01

200

When parts must be pressed together and friction holds them, this fit is called a(n) ____.

Interference

200

This measure describes how spread out data is around the mean.

Standard deviation

200

The total permissible variation between upper and lower limit dimensions.

Tolerance

300

This type of tolerance allows variation in only one direction from the nominal dimension.

Unilateral

300

A fit that can result in either a clearance or interference depending on actual sizes.

Transition

300

About what percent of data lies within three standard deviations of the mean in a normal distribution?

99.7%

300

This type of drawing shows how multiple parts fit and move together.

Assembly

300

Snap-fit joints are often used for these types of consumer products

Plastic housings or electronics enclosures

400

When no specific tolerance is shown, engineers rely on this type of default tolerance in the title block.

General tolerance

400

The minimum clearance or maximum interference between two parts is called this.

Allowance

400

What is another name for the curve that we use in the Normal distribution?

Bell curve

400

In an exploded view, these numbered circles point to parts and connect to the parts list.

Balloon annotations

400

Give one advantage of using adhesives instead of bolts or screws.

Reduces weight / avoids stress concentrations

500

A drawing shows a dimension as “2.500 +0.005 / -0.003.” What is the total tolerance?

.008

500

True or False: The tighter the tolerance, the cheaper the part is to produce

False

500

A sample of hole diameters has a mean of 8.00 mm and a standard deviation of 0.01 mm. What range covers roughly 99.7% of the data?

7.97 to 8.03

500

Why is it important to specify tolerance directly in CAD instead of leaving it to the manufacturer’s judgment?

Prevents miscommunication and ensures consistency 

500

When designing assemblies, engineers must consider how many independent motions a part can make — known as its ____.

degrees of freedom