« previous next »

Author Question: Two point charges are fixed on the x-axis. Imagine moving a positive charge from point P to the ... (Read 160 times)

RODY.ELKHALIL

  • Hero Member
  • *****
  • Posts: 591
on: Jul 28, 2018
Two point charges are fixed on the x-axis. Imagine moving a positive charge from point P to the origin along the different paths shown in the diagram. For which path would you do the most work?
 
Question 2

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 />
  1.Path A
  2.Path B
  3.Path C
  4.Path D
  5.Cannot be determined
  6.None of the above"


ghepp

  • Sr. Member
  • ****
  • Posts: 361
Reply #1 on: Jul 28, 2018
Answer to Question 1



Answer to Question 2

6


Related Topics

Need homework help now?

Ask unlimited questions for free

Ask a Question
« previous next »
 

Did you know?

Alcohol acts as a diuretic. Eight ounces of water is needed to metabolize just 1 ounce of alcohol.

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?

Always store hazardous household chemicals in their original containers out of reach of children. These include bleach, paint, strippers and products containing turpentine, garden chemicals, oven cleaners, fondue fuels, nail polish, and nail polish remover.

Did you know?

Congestive heart failure is a serious disorder that carries a reduced life expectancy. Heart failure is usually a chronic illness, and it may worsen with infection or other physical stressors.

Did you know?

Fatal fungal infections may be able to resist newer antifungal drugs. Globally, fungal infections are often fatal due to the lack of access to multiple antifungals, which may be required to be utilized in combination. Single antifungals may not be enough to stop a fungal infection from causing the death of a patient.

(A) Scratch test; patient is exposed to allergens through a light scratch on the skin; (B) Positive (A) Scratch test; patient is exposed to allergens through a light scratch on the skin; (B) Positive
Positive and Negative Stereotypes Positive and Negative Stereotypes
Graph showing how the boiling point of the coolant increases as the percentage of antifreeze in ... Graph showing how the boiling point of the coolant increases as the percentage of antifreeze in ...
Fixed bed state (i) and complete fluidization (ii) Fixed bed state (i) and complete fluidization (ii)
Open palmar friction moving back and forth over the lumbar and thoracic regions. Open palmar friction moving back and forth over the lumbar and thoracic regions.
Rotating a matrix along the x-axis multiplication Rotating a matrix along the x-axis multiplication
Video: Heart sounds

For a complete list of videos, visit our video library