Motion | Kinematics | Acceleration & Retardation - L03 | 9th Science | Live Class | Study Isle

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✅ In this video,

✔️ Class: 9th
✔️ Subject: Science
✔️ Chapter: Motion (Kinematics)
✔️ Topics Covered in This Video: Rate of change in velocity as acceleration, Uniform and Non-Uniform acceleration, Positive, negative and zero acceleration, Initial velocity, Final velocity and numericals based on these concepts.
✔️ Lecture No: 03

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This chapter covers -

➜Types of motion: Rectilinear, circular, and periodic motion
➜Introduction to motion: Distance and displacement, speed and velocity, acceleration, and their units of measurement.
➜Uniform and non-uniform motion: Concept of motion with constant velocity and motion with varying velocity, and their examples.
➜Graphical representation of motion: Distance-time graphs, velocity-time graphs, and their interpretation.
➜Equations of motion: Derivation of equations of motion for uniform acceleration, their applications, and numerical problems.
➜Uniform circular motion: Concept of circular motion, the difference between linear and angular velocity, and the centripetal force.
➜Relative motion and frame of reference
➜Projectile motion
➜Introduction to vectors: Definition, representation, and types of vectors.
➜Addition and subtraction of vectors: Graphical and algebraic methods of vector addition and subtraction, and their applications.
➜Scalar multiplication of vectors: Definition, properties, and applications of scalar multiplication of vectors.
➜Magnitude and direction of a vector: Calculation of magnitude and direction of a vector using trigonometric ratios and component form.
➜Unit vector and zero vector: Definition and properties of unit vector and zero vector.
➜Position vectors: Definition, representation, and properties of position vectors.
➜Equality of vectors: Two vectors are equal if they have the same magnitude and direction.
➜Parallel vectors: Definition and properties of parallel vectors.
➜Collinear vectors: Definition and properties of collinear vectors.
➜Resolution of vectors: Definition and graphical methods of resolving a vector into components.

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