The temperature of heated seats is regulated by ________
A) A seat cushion temperature sensor and seat module
B) A heat sensor on top of the under-seat carpet
C) Thick seat insulation
D) None of these
A
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How long is chinchilla fur?
A) 1/4 inch B) 1/2 inch C) 1 inch D) 1 1/4 inches
Usually the manufacturer's catalog has a table of contents and web sites have an opening page listing the types of windows and doors shown.
Answer the following statement true (T) or false (F)
What are the six main criteria for selecting a sensor?
What will be an ideal response?
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