The most common material used on the surface of contacts is ____________________.

Fill in the blank(s) with the appropriate word(s).


silver

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When does the PCM perform a self test of the ETC system?

A) During deceleration B) When the ignition switch is first rotated to the on position, before the engine starts C) During acceleration D) During cruise speed when the throttle is steady

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Convert the information given in the table below from the U.S. customary units to SI units.

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To determine the air-fuel ratio if Lambda is given, multiply Lambda times ________

A) 0.47 B) 14.7 C) 2.47 D) 1.47

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