Which of these head gaskets is most commonly used on engine equipped with an aluminum cylinder head on a cast iron block?
A) Multilayered steel (MLS) B) Solid steel core
C) Perforated steel core D) Either A or B
A
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What will be an ideal response?
From the above diagram, identify where the reference line should lie.
A. above bottom of the drawing B. below the drawing C. perpendicular to the drawing D. parallel to the bottom of the drawing
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
Zener diodes that have a breakdown voltage of less than ____ V have a negative zener voltage-temperature coefficient, which means that the breakdown voltage decreases with an increase in temperature.
A. four B. five C. six D. seven