What Is the Hardest Math Problem Ever?

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The hardest math problems will vary from one person to another. Some people can do complicated algebra problems but may not be great at basic math. Others may find calculus and trigonometry difficult.
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There are several unsolved problems in mathematics. Some of the more notable ones include the Goldbach conjecture, the Riemann hypothesis, the twin prime conjecture and the Collatz problem.
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There is a famous theorem called Godel's Theorem which says that there is no hardest math problem. Specifically, it says that given any computer program C which solves math problems
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http://www.dict.cc/. It's debatable, but I would consider it Fermat's Last Theorem. Essentially, it said that the expression a. x. b. x. = c. x. is false for any value of x greater
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A line splits a triangle into two new figures with equal perimeters and areas. Prove that the
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There are 2: The Riemann's Hypothesis has never been solved. Fermat's Theorem was solved only once, about 350 years after it was discovered.
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