During the first year after planting, evergreens should be watered every _____ days
A) 7-10
B) 10-14
C) 14-21
D) 21-28
B
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A differential assembly is normally composed of ________ gears.
A) Two equal sized B) Two C) Shaft D) Four or more
Tool height adjustments on a quick-change toolholder are made:
A) With shims B) With a rocker C) Grinding the tool D) With a micrometer collar
An output is considered stuck when the ________
Fill in the blank(s) with correct word
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