A heat pump system could have two liquid line driers instead of using a bidirectional drier.
Answer the following statement true (T) or false (F)
True
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In what country was the first school of floral art?
a. Japan c. Switzerland b. Australia d. China
Used oil filters should be crushed or drained for 12 hours prior to putting them into a trash container.
Answer the following statement true (T) or false (F)
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
High-voltage rubber gloves must be electrically tested _____.