The second page delves into the classification and characteristics of uniform accelerated motion, explaining the forces involved and their effects on motion.

Definition: Acceleration is defined as the rate of change of velocity with respect to time, remaining constant in uniform accelerated motion.

Highlight: In linear motion, the direction of acceleration vector aligns with the direction of motion.

Example: Forces acting on an object are illustrated, including gravitational force (Fg), normal force (Fs), pulling force (F), and friction force.

Quote: "When the resultant force is constant, the body moves with constant acceleration."

The final page focuses on practical applications, particularly the calculation of distance using velocity-time graphs and mathematical formulas.

Definition: Distance traveled can be calculated as the area under the velocity-time graph.

Example: A detailed problem shows how to calculate distance when initial velocity is 20 m/s and final velocity is 30 m/s over 40 seconds.

Highlight: The formula s = ½$v₁ + v₂$t is used for calculating distance in uniform accelerated motion.

Vocabulary: Obliczanie drogi z wykresu v$t$ refers to calculating distance from a velocity-time graph.

This introductory page establishes the fundamental concepts of uniform accelerated motion. The content focuses on motion under unbalanced forces and introduces the relationship between acceleration and velocity changes.

Definition: Uniform accelerated motion occurs when velocity changes by equal amounts in equal time intervals, resulting in constant acceleration.

Highlight: The velocity-time graph demonstrates how velocity changes linearly with time in uniform accelerated motion.

Example: A graphical representation shows velocity increasing from 0 to 30 m/s over a time period, illustrating constant acceleration.

Vocabulary: Ruch jednostajny zmienny refers to motion with constant acceleration or deceleration.