Top network posts

• 62 Given a Fibonacci number , find the next Fibonacci number
• 51 Explaining why (or whether) zero and one are prime, composite or neither to younger children
• 45 Completing the square to solve limit problems
• 38 What are the applications of the Mean Value Theorem?
• 29 properties that real numbers hold but complex numbers does not
• 27 How to give my students a straightedge instead of a ruler
• 21 Find a counterexample: For every antiprime $n>1$, there is a prime divisor $p$ such that $n/p$ is an antiprime
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