Fundamentals of Kinematics and Linear Motion

This comprehensive page covers fundamental concepts of kinematyka (kinematics) and linear motion, essential for understanding physics of motion.

The content explores various aspects of ruch prostoliniowy (linear motion) and related concepts:

Definition: Distance (droga) represents the length of the path traveled, while displacement (przemieszczenie) is the shortest path between initial and final positions.

Vocabulary: Prędkość średnia (average velocity) is defined as the ratio of total distance traveled to total time taken.

Example: Converting units from km/h to m/s: 36 km/h = (36 × 1000)/(3600) = 10 m/s

Highlight: In uniform linear motion (ruch jednostajny prostoliniowy), velocity remains constant $v = const$, and equal distances are covered in equal time intervals.

Key mathematical relationships covered include:

• Average velocity: v = s/t
• Distance in uniform motion: s = v × t
• Acceleration in uniform accelerated motion: a = Δv/t
• Final velocity in accelerated motion: vk = vp + at
• Distance in accelerated motion: s = ½at² + vpt

Definition: Ruch jednostajny przyspieszony (uniformly accelerated motion) occurs when velocity increases by equal amounts in equal time intervals.

Highlight: Vector quantities in motion include velocity, acceleration, and displacement, characterized by both magnitude and direction.

The page concludes with descriptions of accelerated and decelerated motion, emphasizing the relationships between instantaneous and average velocities in each case.