Relates Uniform Rectilinear Motion to motion with variable velocity, applies the equations of uniformly accelerated motion, and creates analogies between equations, graphs, and real-life situations to explain and predict motion behavior.
A car moves at 20 m/s for 15 s.
Find distance traveled.
A body travels 150 m in 10 s.
Find velocity.
From a position–time graph with constant positive slope:
Describe the motion.
A car starts from rest with acceleration 2 m/s² for 8 s.
Find:
a) Final velocity
b) Displacement
A body moves at 15 m/s and stops in 3 s.
Find acceleration.
Compare URM and MUA graphs:
How does slope differ?
Given:
Position–time graph is a parabola opening upward.
What type of motion is it?
Is acceleration positive or negative?
What does curvature indicate?
Given:
Velocity–time graph is a straight line with negative slope.
What does slope represent?
What does area under the curve represent?
Is motion accelerating or decelerating?
An object is dropped from rest.
Find velocity after 3 s.
How long does it take to fall 45 m?
Compare free fall equations with MUA equations.
What changes?