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    Vector For Beginners 2023

    Posted By: ELK1nG
    Vector For Beginners 2023

    Vector For Beginners
    Published 8/2023
    MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz
    Language: English | Size: 2.19 GB | Duration: 6h 43m

    Vector Definition and notation, vector algebra, law of polygon, resolving a vector

    What you'll learn

    Vector definition

    Component of vector

    How to add, subtract and multiply vectors?

    Problem solving skills

    Requirements

    No prior knowledge of vectors required.

    basic trigonometry

    Description

    Physics deals with a great many quantities that have both size and direction, and it needs a special mathematical language—the language of vectors—to describe those quantities. This language is also used in engineering and the other sciences. In this course you will learn followingDefinition of vectors: Why vector has direction?Vector notationsCondition for equal vectorsTypes of vectorFree vector. Sliding Vector, Bound vectorVector algebraGraphical methodAdding/ subtracting vectors using triangle lawAdding/ subtracting vectors using parallelogram lawAdding/ subtracting vectors using polgon lawLimitation Of graphical methodAnalytical MethodAdding/ subtracting vectors using cosine law.Limitation of cosine law. What is component of a vector? [Resolving a vector]Writing vector in a component formFinding magnitude and direction of vector given in component form.Component method to find resultantUnit vectors and Vector in three dimension.Multiplication of vectors.Scalar multiplied to a vectorScalar product or Dot productApplication of Dot productTo find angle between two vectorsTo prove vectors are perpendicular to each otherTo find component of a vectorCross productApplication of cross productTo prove vectors are parallelTo find areaWe will discuss many problems for better comprehension of the topic.

    Overview

    Section 1: Introduction

    Lecture 1 Introduction

    Section 2: Definition Of Vector

    Lecture 2 Vector Definition

    Section 3: Vector Algebra

    Lecture 3 Graphical Method

    Lecture 4 Law Of Triangle

    Lecture 5 Law Of Parallelogram

    Lecture 6 Problem Discussion [Triangle Law or Parallelogram Law]

    Lecture 7 Law Of Polygon

    Lecture 8 Subtraction

    Lecture 9 Limitation Of Graphical Method

    Lecture 10 Problem Discussion

    Section 4: Vector Algebra Continued….

    Lecture 11 Analytical Method

    Lecture 12 Cosine Law

    Lecture 13 Subtraction Using Cosine Law

    Lecture 14 Limitation Of Cosine Law

    Lecture 15 Problem Discussion

    Section 5: Further Vector Algebra

    Lecture 16 Component of Vector: A Geometrical Construction

    Lecture 17 Problem Discussion

    Lecture 18 How To Find Component of A Vector?

    Lecture 19 Further, How To Find Component Of A Vector?

    Lecture 20 Problem Discussion

    Lecture 21 Unit Vector

    Lecture 22 Writing Vector In Componenet Form

    Lecture 23 Problem Discussion: Component Form

    Lecture 24 Component Form And Addition/Subtraction Of Vector

    Lecture 25 How To Find Magnitude And Direction Of Vector From Component Of Vector?

    Lecture 26 Problem Discussion: Component Form to Magnitude/Direction Form

    Lecture 27 Vector in 3 Dimension

    Lecture 28 Vector in 3 D: Component Form

    Lecture 29 Vector in 3 D: Finding Magnitude From Component Form

    Lecture 30 Vector in 3 D: Finding Direction From Component Form

    Lecture 31 Vector in 3 D: Another Perspective

    Lecture 32 Vector in 3 D: Results

    Lecture 33 Component Method: Addition & Subtraction

    Lecture 34 Problem Discussion: Component Method

    Section 6: Multiplying Vectors

    Lecture 35 Three Cases

    Lecture 36 Case 1

    Lecture 37 Problem Discussion: Case 1

    Lecture 38 Case 2: Scalar Product

    Lecture 39 Problem Discussion

    Lecture 40 Application Of Dot Product

    Lecture 41 Problem Discussion: Dot Product

    Lecture 42 Case 3: Cross Product

    Lecture 43 Application Of Cross Product

    Lecture 44 Problem Discussion: Cross Product

    class XI/XII,preparing for variuos competitive examinations in india(JEE/NEET),AP Physics