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

Author Question: 6yjjq386bgQYXey7CzJ9hOG4iNCaYxp4e9HHmP3hRxh1el/cdsV45IRDcPykorzxan/x48JbJ806Lri+amelMuEk5GP7qx98gldmfYj+/frg+ssuQKuMECrKk1L5ntV7ItEI1m4tx60/+wu27S4DnCQG9GqNP/3nrejRJozy8nJRnZD4uRCokmG1FPqtU7qhQdPXs39Vy9Lrdxp6lTmCXB0MmCgsKMCiBfMxdNgwdOneU8q9VbM5pxc8jdRbjgF (Read 22 times)

ss2343

  • Hero Member
  • *****
  • Posts: 548
6yjjq386bgQYXey7CzJ 9hOG4iNCaYxp4e9HHmP 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 />
  1. c = sin1(3/2)
  2. c = tan1(3/2)
  3. c = sin1(2/3)
  4. c = 30"

Question 2

Two objects with indices of refraction n1 and n2 are placed in the same liquid substance and have their critical angles measured. If experiment shows that c1 > c2, then it must also be true that
  1. n1 < n2.
  2. n1 > n2.
  3. n1 = n2.
  4.more must be known to determine the relationship between n1 and n2.



Need homework help now?

Ask unlimited questions for free

Ask a Question
Marked as best answer by a Subject Expert

tsternbergh47

  • Sr. Member
  • ****
  • Posts: 311


ss2343

  • Member
  • Posts: 548
Reply 2 on: Jul 28, 2018
:D TYSM


sailorcrescent

  • Member
  • Posts: 334
Reply 3 on: Yesterday
Great answer, keep it coming :)

 

Did you know?

The first successful kidney transplant was performed in 1954 and occurred in Boston. A kidney from an identical twin was transplanted into his dying brother's body and was not rejected because it did not appear foreign to his body.

Did you know?

Famous people who died from poisoning or drug overdose include, Adolf Hitler, Socrates, Juan Ponce de Leon, Marilyn Monroe, Judy Garland, and John Belushi.

Did you know?

A cataract is a clouding of the eyes' natural lens. As we age, some clouding of the lens may occur. The first sign of a cataract is usually blurry vision. Although glasses and other visual aids may at first help a person with cataracts, surgery may become inevitable. Cataract surgery is very successful in restoring vision, and it is the most frequently performed surgery in the United States.

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?

As many as 20% of Americans have been infected by the fungus known as Histoplasmosis. While most people are asymptomatic or only have slight symptoms, infection can progress to a rapid and potentially fatal superinfection.

For a complete list of videos, visit our video library