Question

Give any two intervals whose intersection is empty.

Answer 1

Sure, here are two intervals whose intersection is empty:

1. Interval A: (-∞, 0)
2. Interval B: (1, +∞)

The intersection of these two intervals is empty, meaning there are no numbers that are simultaneously in both intervals. Interval A includes all real numbers less than 0, and Interval B includes all real numbers greater than 1. Since no number can be both less than 0 and greater than 1 at the same time, their intersection is the empty set.