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

Author Question: BMtvel79AIZk6NZz4ejzgRSjZiHgRiu0pWbKUlCl3mwwePsZEBDvEcNAECdielasolHNbzlkaYyxZmvLcwUa4de5kbI8KUauuZ3dGVBNhfWeUOwfjbU8kQC2KTM72qL1jGZXIFv5w2it2B/6whNey1bv2OZYtc6ntgNQFp6GWr1Beli5dKkULFY6JCLZ93po3rxQrXsoK6hERFFg6/qw2Ier545fl4Q/1LfH8cdxJzB+Ckhh/oi2e8IalV7Lmnj (Read 32 times)

cabate

  • Hero Member
  • *****
  • Posts: 537
BMtvel79AIZk6NZz4ej zgRSjZiHgRiu0pWbKUl Cl3mwwePsZEBDvEcNAE CdielasolHNbzlkaYyx ZmvLcwUa4de5kbI8KUa uuZ3dGVBNhfWeUOwfjb U8kQC2KTM72qL1jGZXI 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 width=529 height=159 />


   
  a.
  A
   
  b.
  B
   
  c.
  C
   
  d.
  D
   
  e.
  A and C"

Question 2

How large a pressure increase (in atm) must be applied to water if it is to be compressed in volume by 1.0? The bulk modulus of water is 2.0  109 N/m2 and 1 atm = 1.0  105 N/m2.
   
  a.
  50 atm
   
  b.
  100 atm
   
  c.
  1 100 atm
   
  d.
  400 atm
   
  e.
  200 atm



Need homework help now?

Ask unlimited questions for free

Ask a Question
Marked as best answer by a Subject Expert

KKcool

  • Sr. Member
  • ****
  • Posts: 340


cabate

  • Member
  • Posts: 537
Reply 2 on: Jul 28, 2018
:D TYSM


Bigfoot1984

  • Member
  • Posts: 321
Reply 3 on: Yesterday
Thanks for the timely response, appreciate it

 

Did you know?

Chronic necrotizing aspergillosis has a slowly progressive process that, unlike invasive aspergillosis, does not spread to other organ systems or the blood vessels. It most often affects middle-aged and elderly individuals, spreading to surrounding tissue in the lungs. The disease often does not respond to conventionally successful treatments, and requires individualized therapies in order to keep it from becoming life-threatening.

Did you know?

People often find it difficult to accept the idea that bacteria can be beneficial and improve health. Lactic acid bacteria are good, and when eaten, these bacteria improve health and increase longevity. These bacteria included in foods such as yogurt.

Did you know?

Nearly all drugs pass into human breast milk. How often a drug is taken influences the amount of drug that will pass into the milk. Medications taken 30 to 60 minutes before breastfeeding are likely to be at peak blood levels when the baby is nursing.

Did you know?

Hippocrates noted that blood separates into four differently colored liquids when removed from the body and examined: a pure red liquid mixed with white liquid material with a yellow-colored froth at the top and a black substance that settles underneath; he named these the four humors (for blood, phlegm, yellow bile, and black bile).

Did you know?

About 60% of newborn infants in the United States are jaundiced; that is, they look yellow. Kernicterus is a form of brain damage caused by excessive jaundice. When babies begin to be affected by excessive jaundice and begin to have brain damage, they become excessively lethargic.

For a complete list of videos, visit our video library