In 1802, when it seemed likely to many scholars that there was life on Mars, the German mathematician Karl Friedrich Gauss propo
sed that we signal the Martian inhabitants by drawing huge geometric patterns in the snows of Siberia. His plan was never carried out. If his plan had been carried out, which of the following would have been least reasonable regarding the pattern? a. The patterns should resemble natural formations.
b. They should indicate that they were created by an advanced civilization.
c. The patterns should consist of straight lines and right angles.
d. The patterns should indicate a knowledge of geometry.
d. The patterns should indicate a knowledge of geometry.
Explanation:
The German mathematician Karl Friedrich Gauss proposing that we signal the Martian inhabitants by drawing huge geometric patterns in the snows of Siberia and it not being done definitely means that the least reasonable information regarding the pattern will definitely be the patterns indicating a pattern of geometry. This is is because the plan was never carried out.
If it follows the same pattern shown on the data table then the aproximate distance for a galaxy that has a velocity of 30000 km/s would be 1960 million light years and would be between the galaxy C and galaxy D.
