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Author Question: Suppose XL > XC in the figure below and, with both switches open, a piece of iron is slipped into ... (Read 37 times)

mrsjacobs44

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Suppose XL > XC in the figure below and, with both switches open, a piece of iron is slipped into the inductor. During this process, what happens to the brightness of the bulb?
 
Question 2

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 />
  1.It increases.
  2.It decreases.
  3.It doesnt change."



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zacnyjessica

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Answer to Question 1



Answer to Question 2

2




mrsjacobs44

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Reply 2 on: Jul 28, 2018
Gracias!


emsimon14

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Reply 3 on: Yesterday
Wow, this really help

 

Did you know?

Symptoms of kidney problems include a loss of appetite, back pain (which may be sudden and intense), chills, abdominal pain, fluid retention, nausea, the urge to urinate, vomiting, and fever.

Did you know?

Every flu season is different, and even healthy people can get extremely sick from the flu, as well as spread it to others. The flu season can begin as early as October and last as late as May. Every person over six months of age should get an annual flu vaccine. The vaccine cannot cause you to get influenza, but in some seasons, may not be completely able to prevent you from acquiring influenza due to changes in causative viruses. The viruses in the flu shot are killed—there is no way they can give you the flu. Minor side effects include soreness, redness, or swelling where the shot was given. It is possible to develop a slight fever, and body aches, but these are simply signs that the body is responding to the vaccine and making itself ready to fight off the influenza virus should you come in contact with it.

Did you know?

The FDA recognizes 118 routes of administration.

Did you know?

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

Did you know?

Ether was used widely for surgeries but became less popular because of its flammability and its tendency to cause vomiting. In England, it was quickly replaced by chloroform, but this agent caused many deaths and lost popularity.

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