SUVAT Equations: AS Exam Prep for OCR Physics

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SUMMARY

The discussion centers on the need for practice with SUVAT equations in preparation for the OCR AS Physics exam. The user has a foundational understanding of the equations but seeks additional practice questions to enhance their skills. A specific example question is provided, focusing on calculating final displacement and velocity in one-dimensional motion using initial conditions and acceleration. The emphasis is on the importance of thorough practice to achieve proficiency in applying SUVAT equations effectively.

PREREQUISITES
  • Understanding of SUVAT equations in kinematics
  • Basic knowledge of one-dimensional motion
  • Familiarity with initial conditions and acceleration concepts
  • Ability to perform calculations involving displacement and velocity
NEXT STEPS
  • Practice solving various SUVAT equation problems
  • Review kinematic graphs and their relation to SUVAT equations
  • Explore online resources for additional SUVAT practice questions
  • Study the derivation and application of each SUVAT equation
USEFUL FOR

Students preparing for the OCR AS Physics exam, particularly those looking to strengthen their understanding and application of SUVAT equations in kinematics.

Killah
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Hey, I'm currently studying for an AS exam in Physics under the OCR examination board, i got an exam in like 10 weeks and I am doing ok with physics, the only place i need to develop my understanding is using SUVAT equations, i understand them, memorized them but i haven't practised them throughoughly, does anybody have any SUVAT questions or mabye some links to some SUVAT equation questions to post up and help me practise?

Thanks for your time either way:smile:
 
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I've got a really easy one. Sorry, don't know any links though.
Question: What is the final displacement and velocity after two seconds if a particle has an initial displacement of -2, initial velocity of 5 m/s and an acceleration of -3 m/s^2?

btw, that question is in 1 dimensions, I take it you don't want a two or three dimensional problem.
 
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