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

Author Question: If a negatively charged particle is placed at point B in the figure below and given a very small ... (Read 16 times)

stephzh

  • Hero Member
  • *****
  • Posts: 556
If a negatively charged particle is placed at point B in the figure below and given a very small kick to the right, what will its subsequent motion be? It will
 
Question 2

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 />
  1.go to the right and not return.
  2.go to the left.
  3.remain at point B.
  4.oscillate around point B."



Related Topics

Need homework help now?

Ask unlimited questions for free

Ask a Question
Marked as best answer by a Subject Expert

vseab

  • Sr. Member
  • ****
  • Posts: 323
Answer to Question 1



Answer to Question 2

4




stephzh

  • Member
  • Posts: 556
Reply 2 on: Jul 28, 2018
Excellent


CAPTAINAMERICA

  • Member
  • Posts: 325
Reply 3 on: Yesterday
Wow, this really help

 

Did you know?

Street names for barbiturates include reds, red devils, yellow jackets, blue heavens, Christmas trees, and rainbows. They are commonly referred to as downers.

Did you know?

Most women experience menopause in their 50s. However, in 1994, an Italian woman gave birth to a baby boy when she was 61 years old.

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?

There are immediate benefits of chiropractic adjustments that are visible via magnetic resonance imaging (MRI). It shows that spinal manipulation therapy is effective in decreasing pain and increasing the gaps between the vertebrae, reducing pressure that leads to pain.

Did you know?

About one in five American adults and teenagers have had a genital herpes infection—and most of them don't know it. People with genital herpes have at least twice the risk of becoming infected with HIV if exposed to it than those people who do not have genital herpes.

For a complete list of videos, visit our video library