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

Author Question: 8Jpuuomfixel98UXm1Np/64XRMfo03jaDezaRrlwsYXN6wwDY+7CSsVaiUiLMO0QSqM2oxXGIapW22mo+BnE5RpusFNnGoIqwpEaWKY/ohD8dGuGm7cUXkRl1FCkh8fVzSdpQrLshkPYTiK27huDVLpNDK59ui74v19MvthHpqnnX4kt9ImgsNPoGNcK77yuc/g17/4Jb5x+beRa+tA/0AfArnTEp1gsUoxEloX3vQciOqawn/Tpk1Ip9Noy+WQ (Read 11 times)

Sportsfan2111

  • Hero Member
  • *****
  • Posts: 585
8Jpuuomfixel98UXm1N 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

Question 2

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



Need homework help now?

Ask unlimited questions for free

Ask a Question
Marked as best answer by a Subject Expert

pallen55

  • Sr. Member
  • ****
  • Posts: 331



 

Did you know?

According to the National Institute of Environmental Health Sciences, lung disease is the third leading killer in the United States, responsible for one in seven deaths. It is the leading cause of death among infants under the age of one year.

Did you know?

Street names for barbiturates include reds, red devils, yellow jackets, blue heavens, Christmas trees, and rainbows. They are commonly referred to as downers.

Did you know?

Walt Disney helped combat malaria by making an animated film in 1943 called The Winged Scourge. This short film starred the seven dwarfs and taught children that mosquitos transmit malaria, which is a very bad disease. It advocated the killing of mosquitos to stop the disease.

Did you know?

Cyanide works by making the human body unable to use oxygen.

Did you know?

A good example of polar molecules can be understood when trying to make a cake. If water and oil are required, they will not mix together. If you put them into a measuring cup, the oil will rise to the top while the water remains on the bottom.

For a complete list of videos, visit our video library