Understanding Projectiles and Resolving Vectors in Mechanics
Explore the concepts of projectiles and resolving vectors in physics through examples and equations like SUVAT to analyze motion under acceleration. Learn to calculate horizontal and vertical components of moving objects for accurate predictions and analysis.
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Presentation Transcript
projectiles Review: resolving vectors Review: resolving vectors Example: Find the vertical and horizontal components of the following: 16 m/s 32
projectiles Review: resolving vectors Review: resolving vectors Example: Find the vertical and horizontal components of the following: 45 16 m/s
projectiles Review: resolving vectors Review: resolving vectors Example: Find the vertical and horizontal components of the following: Using SUVAT, calculate the highest distance the ball will go. 14 16 m/s
SUVAT Page 50 SUVAT eqns. are equations that describe the motion of objects under constant acceleration SUVAT equation Quantity not used S - distance u initial speed v final speed a - acceleration t - time v = u + at distance s = (?+?) Similar to s = v x t acceleration t 2 s = ut +1 final velocity 2 a t V = u + 2as time * Falling objects have an acceleration of 9.8 m/s
projectiles Review: resolving vectors Review: resolving vectors Example: Find the vertical and horizontal components of the following: Calculate the horizontal distance the ball will cross ? 14 16 m/s
projectiles Review: resolving vectors Review: resolving vectors Example: Find the vertical and horizontal components of the following: Calculate the horizontal distance the ball will cross ? 14 16 m/s
projectiles Review: resolving vectors Review: resolving vectors Example: Find the vertical and horizontal components of the following: Calculate the horizontal distance the ball will cross ? 14 16 m/s
projectiles Review: resolving vectors Review: resolving vectors Example: Find the vertical and horizontal components of the following: Calculate the horizontal distance the ball will cross ? 14 16 m/s
