Composite walls differ from veneer walls because _____.
A) insulation is placed between the wythes
B) they do not have flashing and weepholes
C) both wythes are loadbearing
D) they have steel reinforcing rods embedded in them
[Ques. 2] The stair part marked B in the figure above is called the _____.
![](data:image/png;base64,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<br)
[Ques. 3] 77kdn9Zw93ulHNPTti36dRZm7QcAr
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 alt= />
A) nosing
B) skirtboard
C) spindle
D) railing"
[Ques. 4] Hollow masonry walls are built of _____.
A) tied wythes with a space between them
B) units with more than 25 percent of their surface hollow
C) different materials in the facing and backing wythes
D) units with less than 25 percent of their surface hollow
[Ques. 5] Mortar used in the restoration of old buildings contains only _____.
A) lime, water, and sand
B) cement, water, and lime
C) cement, sand, and lime
D) cement, water, and sand