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

Author Question: The figure below is a graph of an electric potential as a function of position. If a positively ... (Read 77 times)

imowrer

  • Hero Member
  • *****
  • Posts: 514
The figure below is a graph of an electric potential as a function of position. If a positively charged particle is placed at point A, what will its subsequent motion be? It will
 
Question 2

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 />
  1.go to the right.
  2.go to the left.
  3.remain at point A.
  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

djpooyouma

  • Sr. Member
  • ****
  • Posts: 325
Answer to Question 1



Answer to Question 2

2




imowrer

  • Member
  • Posts: 514
Reply 2 on: Jul 28, 2018
Gracias!


FergA

  • Member
  • Posts: 352
Reply 3 on: Yesterday
Great answer, keep it coming :)

 

Did you know?

GI conditions that will keep you out of the U.S. armed services include ulcers, varices, fistulas, esophagitis, gastritis, congenital abnormalities, inflammatory bowel disease, enteritis, colitis, proctitis, duodenal diverticula, malabsorption syndromes, hepatitis, cirrhosis, cysts, abscesses, pancreatitis, polyps, certain hemorrhoids, splenomegaly, hernias, recent abdominal surgery, GI bypass or stomach stapling, and artificial GI openings.

Did you know?

Dogs have been used in studies to detect various cancers in human subjects. They have been trained to sniff breath samples from humans that were collected by having them breathe into special tubes. These people included 55 lung cancer patients, 31 breast cancer patients, and 83 cancer-free patients. The dogs detected 54 of the 55 lung cancer patients as having cancer, detected 28 of the 31 breast cancer patients, and gave only three false-positive results (detecting cancer in people who didn't have it).

Did you know?

In most climates, 8 to 10 glasses of water per day is recommended for adults. The best indicator for adequate fluid intake is frequent, clear urination.

Did you know?

Many medications that are used to treat infertility are injected subcutaneously. This is easy to do using the anterior abdomen as the site of injection but avoiding the area directly around the belly button.

Did you know?

In 1844, Charles Goodyear obtained the first patent for a rubber condom.

For a complete list of videos, visit our video library