problem
How does your function grow?
Age
16 to 18
Challenge level
Compares the size of functions f(n) for large values of n.
problem
Big, bigger, biggest
Age
16 to 18
Challenge level
Which is the biggest and which the smallest of $2000^{2002}, 2001^{2001} \text{and } 2002^{2000}$?
problem
Climbing powers
Age
16 to 18
Challenge level
Does it make any difference how we write powers of powers?