What This Document Is
This is a homework assignment for De Anza College’s Calculus Honors (MATH 1AH) course, specifically for Section 2.5, as assigned during the Winter 2021 quarter. It’s delivered through the WebAssign platform and focuses on the concept of continuity of functions.
Why This Document Matters
This assignment is intended for students enrolled in MATH 1AH who need to practice identifying and classifying discontinuities in functions. Successful completion demonstrates understanding of core calculus concepts related to limits and function behavior. It’s likely due as part of the course’s regular assessment schedule.
Common Limitations or Challenges
This document *is* the assignment itself; it does not provide instruction on *how* to solve the problems. Students will need prior knowledge of continuity, limits, and function notation to complete it. It assumes familiarity with interpreting function graphs.
What This Document Provides
The assignment includes multiple-choice questions testing understanding of continuous function characteristics, problems requiring identification of discontinuities from a graph, and a guided, multi-step exercise to determine types of discontinuities. It also includes a sketching problem where students must create a graph with a specific discontinuity. This preview shows the question types and format, but does not include the full graph for question 2 or the complete sketching prompt in question 4.
