True or False:

ℝ is a countably infinite set.

Let X = {1, 2, 4, 8, 16, …}

Which of the following correctly defines X?

True or False:

(1, 2) is equal to (2, 1)

Let X be the statement: if A then B.

Let Y be the statement: if B then A.

Let S be a space, x ∈ S, and P a probability distribution on S. If P(x) = 1, then we would call x...

Let P(n) be a statement where n stands for a natural number. In a proof by induction of P, the base case proves P(k) where k is...

From a set (not a multi-set) of 3 digits, how many unique 3 digit numbers can be created?

Let f(n)  g(n) mean that f(n) = o(g(n)). Is the following hierarchy of familiar functions correct?

Match each term to the correct definition.