When using a fire extinguisher, what word can be used to remember what to do?

A) PASS B) RED C) FIRE D) LEVER


A

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Find an Internet-based computer program or app which will find the Thermodynamic properties of ammonia (which is used as a refrigerant). Complete the following table of properties for ammonia using this program.

What will be an ideal response?

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In the first half of the 19th century, tax-supported schools were

A. chiefly available to educate the children of the poor and European immigrants. B. most in evidence in the South. C. uniformly and consistently opposed by upper-class white Protestant Americans. D. open only to tuition-paying children of the well-to-do. E. more academically demanding than private academies.

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

Trades & Technology

Heat is our perception of atomic vibrations within a material. Our means of expressing the intensity of these vibrations is called ____.

a. harmonics b. temperature c. cellular reaction d. tuning

Trades & Technology