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<br)
[Ques. 2] xjbtGkTOnYVFxdjmixkR0hYlZSUwE
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Refer to the figure above. Which of the symbols represents a fillet weld-arrow side?
a. Symbol A
b. Symbol B
c. Symbol C
d. Symbol D"
[Ques. 3] The symbols used on drawings, project specifications, and welding procedure specifications to convey design
specifications for welds are known as _____.
a. weld symbols
b. welding symbols
c. standard symbols
d. reference symbols
[Ques. 4] To control the weld puddle when depositing an E6010 electrode stringer bead, use what is known as a _____.
a. short motion
b. constant motion
c. whipping motion
d. jerky motion
[Ques. 5] Welding codes require that the crater made by a termination of the weld be filled to its full _____.
a. cross section
b. length
c. width
d. depth