Author Question: Two objects made from the same material have different masses and different initial temperatures as ... (Read 79 times)

Brittanyd9008

  • Hero Member
  • *****
  • Posts: 500
Two objects made from the same material have different masses and different initial temperatures as shown. If the bodies are placed in thermal contact, the final equilibrium temperature is most nearly:
 
Question 2

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 />
  1.27C
  2.33C
  3.40C
  4.47C
  5.None of the above
  6.Cannot be determined"



upturnedfurball

  • Sr. Member
  • ****
  • Posts: 334
Answer to Question 1



Answer to Question 2

4



Related Topics

Need homework help now?

Ask unlimited questions for free

Ask a Question
 

Did you know?

Amoebae are the simplest type of protozoans, and are characterized by a feeding and dividing trophozoite stage that moves by temporary extensions called pseudopodia or false feet.

Did you know?

More than 30% of American adults, and about 12% of children utilize health care approaches that were developed outside of conventional medicine.

Did you know?

In inpatient settings, adverse drug events account for an estimated one in three of all hospital adverse events. They affect approximately 2 million hospital stays every year, and prolong hospital stays by between one and five days.

Did you know?

It is believed that humans initially contracted crabs from gorillas about 3 million years ago from either sleeping in gorilla nests or eating the apes.

Did you know?

In the United States, there is a birth every 8 seconds, according to the U.S. Census Bureau's Population Clock.

For a complete list of videos, visit our video library