This topic contains a solution. Click here to go to the answer

Author Question: T7urFAji/Ngw6NTpI+7y/OiMcrLQ0hVbZJlKPoe7i7PKlLYqEvSsmIJXcELfMwVlU3MgCVkBVuVi2VZdAtYdostQ7P5hC2slFZQ8t1VPXLVPhRmau0sV/yaryrZneU5sYnVHFgXYQfSbu6tzMGXEdDVrX3zMkpDxkxk6uVSJGChI9OmV93kffVqRatINQoLndl89HZM5wFs2OjI5sokoIsTLRXLwY5Qp9huVpdp+8Azb4UlR7uj0r9E9CJXK0AQ (Read 9 times)

james

  • Hero Member
  • *****
  • Posts: 573
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 />
  1.The induced current in the loop is zero.
  2.The induced current in the loop is clockwise.
  3.The induced current in the loop is counterclockwise.
  4.An external force is required to keep the bar moving at constant speed.
  5.No force is required to keep the bar moving at constant speed."

Question 2

What is the highest pressure indicated by an isobar on Fig. 48.3?



Need homework help now?

Ask unlimited questions for free

Ask a Question
Marked as best answer by a Subject Expert

Expo

  • Sr. Member
  • ****
  • Posts: 351


james

  • Member
  • Posts: 573
Reply 2 on: Jul 28, 2018
Great answer, keep it coming :)


Mochi

  • Member
  • Posts: 300
Reply 3 on: Yesterday
Thanks for the timely response, appreciate it

 

Did you know?

There are 60,000 miles of blood vessels in every adult human.

Did you know?

Multiple sclerosis is a condition wherein the body's nervous system is weakened by an autoimmune reaction that attacks the myelin sheaths of neurons.

Did you know?

It is difficult to obtain enough calcium without consuming milk or other dairy foods.

Did you know?

The Romans did not use numerals to indicate fractions but instead used words to indicate parts of a whole.

Did you know?

For pediatric patients, intravenous fluids are the most commonly cited products involved in medication errors that are reported to the USP.

For a complete list of videos, visit our video library