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

Author Question: What forces are responsible for lipid bilayer and micelle formation? 1.covalent bonding and ... (Read 94 times)

wenmo

  • Hero Member
  • *****
  • Posts: 540
What forces are responsible for lipid bilayer and micelle formation?
  1.covalent bonding and electrostatic interactions
  2.hydrophobic effects and hydrogen bonding
  3.electrostatic interactions and hydrophobic effects
  4.electrostatic interactions and fluid mosaics
  5.hydrophobic effects and fluid mosaics

Question 2

The following molecule would be expected to form micelles.
 
Question 3

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 />
  1.True
  2.False"

Question 4

Which of the following describes how a soap cleans?
  1.The fatty acids react with grease molecules to form water soluble compounds that are subsequently washed away.
  2.The fatty acids form micelles which encapsulate grease molecules. These micelles are soluble in water and consequently washed away.
  3.The fatty acids react with grease molecules to generate new compounds that can form micelles in water. These micelles are soluble in water and consequently washed away.
  4.All of these statements accurately describe how soap works.
  5.None of these statements accurately describe how soap works.



Related Topics

Need homework help now?

Ask unlimited questions for free

Ask a Question
Marked as best answer by a Subject Expert

cdmart10

  • Sr. Member
  • ****
  • Posts: 332
Answer to Question 1

3

Answer to Question 2



Answer to Question 3

2

Answer to Question 4

2




wenmo

  • Member
  • Posts: 540
Reply 2 on: Aug 23, 2018
Wow, this really help


miss_1456@hotmail.com

  • Member
  • Posts: 289
Reply 3 on: Yesterday
YES! Correct, THANKS for helping me on my review

 

Did you know?

The most dangerous mercury compound, dimethyl mercury, is so toxic that even a few microliters spilled on the skin can cause death. Mercury has been shown to accumulate in higher amounts in the following types of fish than other types: swordfish, shark, mackerel, tilefish, crab, and tuna.

Did you know?

Stroke kills people from all ethnic backgrounds, but the people at highest risk for fatal strokes are: black men, black women, Asian men, white men, and white women.

Did you know?

Since 1988, the CDC has reported a 99% reduction in bacterial meningitis caused by Haemophilus influenzae, due to the introduction of the vaccine against it.

Did you know?

A seasonal flu vaccine is the best way to reduce the chances you will get seasonal influenza and spread it to others.

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