Assess students' ability to recall and precisely state definitions and elementary properties of common modes of convergence for sequences of functions on a domain: pointwise convergence, uniform convergence, the definition of a uniform Cauchy sequence (in the sup/uniform metric), and convergence in L^p spaces (norm convergence). The quiz focuses on recalling criteria, basic implications and non-implications between modes (e.g., uniform ⇒ pointwise, not conversely), and recognizing simple canonical examples/counterexamples at an undergraduate level.