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

Author Question: 6naRrhr39d+Z/tHcgtOVSrss5YMkYGlKTvTq1FcTEu5QSPprLQKo+nUFljFJYpUsUa2DVcb03i+plIuWiE68qegrmcIp0JcbU1LeI1XN0+EcBmKjYFxxE+bhul1CszcODC2lQeVkcLQFmMtgdGvuOq5lRZJa+XLcNJ08MELsPTOu/Hc86sxc9ZMFLh8I5nwr/4kYEz/JJMpPLdqGTZuWo8lr3xdlf+R8BnqeHEiZcnDC5BKtmDzhmew8olHkGtt (Read 38 times)

joesmith1212

  • Hero Member
  • *****
  • Posts: 549
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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

missalyssa26

  • Sr. Member
  • ****
  • Posts: 327


joesmith1212

  • Member
  • Posts: 549
Reply 2 on: Jul 28, 2018
Great answer, keep it coming :)


matt95

  • Member
  • Posts: 317
Reply 3 on: Yesterday
YES! Correct, THANKS for helping me on my review

 

Did you know?

The toxic levels for lithium carbonate are close to the therapeutic levels. Signs of toxicity include fine hand tremor, polyuria, mild thirst, nausea, general discomfort, diarrhea, vomiting, drowsiness, muscular weakness, lack of coordination, ataxia, giddiness, tinnitus, and blurred vision.

Did you know?

The strongest synthetic topical retinoid drug available, tazarotene, is used to treat sun-damaged skin, acne, and psoriasis.

Did you know?

Barbituric acid, the base material of barbiturates, was first synthesized in 1863 by Adolph von Bayer. His company later went on to synthesize aspirin for the first time, and Bayer aspirin is still a popular brand today.

Did you know?

Prostaglandins were first isolated from human semen in Sweden in the 1930s. They were so named because the researcher thought that they came from the prostate gland. In fact, prostaglandins exist and are synthesized in almost every cell of the body.

Did you know?

The oldest recorded age was 122. Madame Jeanne Calment was born in France in 1875 and died in 1997. She was a vegetarian and loved olive oil, port wine, and chocolate.

For a complete list of videos, visit our video library