Here is a good one about a controversial subject:
http://findarticles.com/p/articles/mi_qa5368/is_199909/ai_n21448708
You can find many others with a search engine and the key words "faked data"
Another example of bad science is the work of the Russian Lysenko in the 1930's.
I have to write a paper on what I consider to be "bad science" and proved an example of what is bad science such as something from the media, commericals, scientist's statement. I was wondering if someone could help me find an example of "bad" science
Thank you
4 answers
http://www.google.com/search?q=bad+science&ie=utf-8&oe=utf-8&aq=t&rls=org.mozilla:en-US:official&client=firefox-a
I first solved this by iteration. (trying different angles between the two given sides until I got the correct area).
I used a tool that I found here:
(Broken Link Removed)
I got the third side length to be 11.227 and the angle opposite the side with length 12 to be 71.82 degrees. The other two angles are 45.44 and 62.73 degrees.
Here is better way to do it:
One can get an area of 48 if the altitude of the triangle measured from the side of length 12 is 8. With that information, you can reconstruct the full triangle. The sine of the angle between the sides of length 9 and 12 is 8/9, so that angle is 62.73 degrees. The law of cosines can now be used for the third side length (11.227). The law of sines can be used for either one of the remaining angles.
I used a tool that I found here:
(Broken Link Removed)
I got the third side length to be 11.227 and the angle opposite the side with length 12 to be 71.82 degrees. The other two angles are 45.44 and 62.73 degrees.
Here is better way to do it:
One can get an area of 48 if the altitude of the triangle measured from the side of length 12 is 8. With that information, you can reconstruct the full triangle. The sine of the angle between the sides of length 9 and 12 is 8/9, so that angle is 62.73 degrees. The law of cosines can now be used for the third side length (11.227). The law of sines can be used for either one of the remaining angles.
My last answer, dealing with a triangle solution, was posted in the wrong place)