Medium- or high-carbon steels are made hard and brittle by _____.
a. postheating
b. quenching
c. preheating
d. fluxing
[Ques. 2] 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)
The symbol in the figure above that indicates the weld must be concave in shape is _____.
a. Symbol A
b. Symbol B
c. Symbol C
d. Symbol D
[Ques. 3] ![](data:image/png;base64,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<br)
[Ques. 4] a0j5a1DFeF4easpIhAt2BZ0v9WVHQ
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 alt= />
The symbol shown in the figure above indicates a type of weld called a _____.
a. spot weld
b. seam weld
c. backing weld
d. melt-through"
[Ques. 5] No groove weld preparation size needs to be shown when the _____.
a. weld size is known
b. root opening is less than 1/8 (3.2 mm)
c. groove weld extends all the way through the joint
d. groove weld extends only part of the way through the joint