Free Download Basics Of Math
Published 9/2023
MP4 | Video: h264, 1280×720 | Audio: AAC, 44.1 KHz
Language: English | Size: 1.43 GB | Duration: 3h 15m
Basics of Integers and Fractions
What you’ll learn
Learn Closure Property , Commutative Property , Associative Property of Integers
Study about Additive identity, Multiplicative identity of Integers
Multiplication of two or more integers and division of two integers and many more properties of integers
Study about Proper Fractions, Improper Fractions , Mixed Fractions and Equivalent Fractions
Simplest form of a fraction , conversion of mixed fraction to improper fraction and vice versa
Addition , Subtraction, Multiplication and Division of two fractions
Requirements
Student should know basic Addition , Subtraction , Multiplication and Division
Description
Learn in this course -INTEGERS TOPICS :- – Closure Property under Addition of Integer – Closure Property ( Subtraction ) of Integers – Commutative Property under addition of Integers- Commutative Property under subtraction of Integers- Associative Property of Integers- Multiplication of two integers and additive identity- Multiplication of two negative integers – Multiplication of three or more negative integers- Closure Property under MULTIPLICATION for Integers – COMMUTATIVITY of Multiplication of Integers- Multiplication by Zero, Multiplicative Identity and how to find additive inverse of an integer- Associativity for multiplication- Distributivity for Multiplication over Addition- Distributivity of Multiplication over Subtraction- How to perform Division of two integers- Division properties of Integers- Division properties of Integers and Associativity property of integers under divisionFRACTIONS TOPICS :– Proper Fractions- Improper Fractions- Mixed fractions- How to convert from an improper fraction to mixed fraction- How to convert from mixed fraction to an improper fraction- Equivalent fractions and how to find equivalent fractions and cross products – Simplest form of a fraction and how to reduce fraction in its simplest form – Like fractions and comparison of Like fractions – Unlike fractions and comparison of Unlike fractions with same numerators- How to compare two unlike fractions- Addition of two or more like fractions- Subtraction of two like fractions- How to perform addition of two unlike fractions- Addition of two mixed fractions- Subtraction of two unlike fractions- Subtraction of two mixed fractions- Multiplication of a fraction by a whole number- How to do multiplication of a fraction by a fraction- Value of products and Reciprocal of fractions- Division of a whole number by a fraction – Division of a fraction by a whole number- Division of a fraction by another fraction
Overview
Section 1: Integers
Lecture 1 Integers Lecture 09
Lecture 2 Integers Lecture 10
Lecture 3 Integers Lecture 11
Lecture 4 Integers Lecture 12
Lecture 5 Integers Lecture 13
Lecture 6 Integers Lecture 14
Lecture 7 Integers Lecture 15
Lecture 8 Integers Lecture 16
Lecture 9 Integers Lecture 17
Lecture 10 Integers Lecture 18
Lecture 11 Integers Lecture 19
Lecture 12 Integers Lecture 20
Lecture 13 Integers Lecture 21
Lecture 14 Integers Lecture 22
Lecture 15 Integers Lecture 23
Lecture 16 Integers Lecture 24
Lecture 17 Integers Lecture 25
Section 2: Fractions
Lecture 18 Fractions Lecture 01
Lecture 19 Fractions Lecture 02
Lecture 20 Fractions Lecture 03
Lecture 21 Fractions Lecture 04
Lecture 22 Fractions Lecture 05
Lecture 23 Fractions Lecture 06
Lecture 24 Fractions Lecture 07
Lecture 25 Fractions Lecture 08
Lecture 26 Fractions Lecture 09
Lecture 27 Fractions Lecture 10
Lecture 28 Fractions Lecture 11
Lecture 29 Fractions Lecture 12
Lecture 30 Fractions Lecture 13
Lecture 31 Fractions Lecture 14
Lecture 32 Fractions Lecture 15
Lecture 33 Fractions Lecture 16
Lecture 34 Fractions Lecture 17
Lecture 35 Fractions Lecture 18
Lecture 36 Fractions lecture 19
Lecture 37 Fractions Lecture 20
Lecture 38 Fractions Lecture 21
Lecture 39 Fractions Lecture 22
Lecture 40 Fractions Lecture 23
Lectures in this course are basics of integers and fractions.
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