What This Document Is
This is a curated equation sheet specifically designed to support students in PHY 113, General Physics I Lab Lecture at the University of Rochester, as they prepare for Exam 2. It’s a consolidated resource focusing on core formulas and relationships covered in the course material leading up to the exam. The sheet aims to be a quick reference during study and problem-solving practice – though its use *during* the exam itself would be governed by the instructor’s policies.
Why This Document Matters
If you’re enrolled in PHY 113 and are looking for a streamlined way to review the essential mathematical tools for success on Exam 2, this resource is invaluable. It’s particularly helpful for students who struggle with memorization or need a central location to find key equations related to kinematics, dynamics, and rotational motion. Utilizing this sheet alongside your notes and textbook will help solidify your understanding and boost your confidence as you approach the exam. It’s best used during practice problem sets and as a final review tool.
Common Limitations or Challenges
This equation sheet is *not* a substitute for a thorough understanding of the underlying physics concepts. It provides the formulas, but doesn’t explain their derivation, application, or the conditions under which they are valid. It also doesn’t include example problems or step-by-step solutions. Students should be prepared to understand *when* and *how* to apply these equations, not just recognize them. Furthermore, it covers only the topics anticipated to be on Exam 2; it is not a comprehensive list of all physics formulas.
What This Document Provides
* A compilation of key equations related to one-dimensional kinematics.
* Formulas for constant acceleration scenarios.
* Relationships between translational and rotational variables.
* Equations pertaining to forces, including gravitational force.
* Definitions of important physical quantities.
* Useful conversion factors and constants.
* Formulas related to work and energy.
* Key relationships for rotational dynamics.
