Instructions Clearly indicate whether the following statemen

Instructions: Clearly indicate whether the following statements are true (T)or false (F) by circliing the appropriate Ietter (35 pomtt. 1 points each) When dimensioning the location for the center of a circular hole, one end should always be an edge of the part. A key is an example of a type of threaded fastener. A cabinet oblique drawing is one where the height, width, and depth are all measured using full length dimensions. A locational clearance fit will almost never have a hole that is slightly smaller than the cylinder that mates with it. A spotfaced hole it one that hat a larger diameter hole drilled deep enough to provide a flit surface for a mating component. An isometric drawing is one where the two receding axes are tilted at an angle of 45 degree to a horizontal line so that M makes a clean 90 degree angle. A centerline is only drawn on the view that shows the circle from a hole. In a section assembly view, nuts are cross-hatched using the same hatching pattern as the mating bolt providing they are made from the same material. A detail drawing always contains information about material. A broken-out section view only reveals part of the internal features of an object and is not indicated on another view by a cutting plane line. AC/DC it a rock band whose music signals the start of a good day. An 8-32 UNC 0.75\" bolt hat a trailer diameter than a 1/4-28 UNF 0.5\" bolt. Solidworks and Autodesk Inventor are solid modeling program because you draw parts much like you\'d create them on a sheet of paper. An assembly drawing should never contain dimensions. A counterbored hole (no threading) will always have two diameters in the callout, but a depth specification is not required. The nominal size of an object is always the average of the tolerance range. Circles on inclined surfaces will appear at a circle in at least one of the three principal views. The TA\'t for ME. 22 percent this semester named Katmiss, Peeta, and Haymitch.

Solution

T

F

F

F

T

F

T

T

T

T

F

T

T

T

T

T

T

-

T

T