Course Content
Whole Numbers 1 – 1,000
0/8
Lsn 01 – Counting 1 – 100
Lsn 02 – Counting up to 200
Lsn 03 – Counting up to 300
Lsn 04 – Counting up to 1,000
Lsn 05 – Place Value of Digits in a Number
Lsn 06 – Writing 1, 2, 3, – 1000 in words
Lsn 07 – Single and Double Digit Numbers
Lsn 08 – Negative Numbers
Whole Numbers beyond 1,000
1) Basic Operation 2) BODMAS 3) Long Multiplication 4) Long Division
0/5
Lsn 01 – Thousands
Lsn 02 – Tens of Thousands
Lsn 03 – Hundreds of Thousands
Lsn 04 – Millions and billions
Lsn 05 – Ranges of Numbers in Counting
Types of Whole Numbers (WN)
0/8
Types of Numbers > Lsn 01 – Natural and Integer Numbers
Types of Numbers > Lsn 02 – Odd and Even Numbers
Types of Numbers > Lsn 03 – Prime numbers
Types of Numbers Lsn 04 – Rational and Irrational numbers
Types of Numbers Lsn 05 – Real numbers and Absolute Value
Types of Numbers Lsn 06 – Imaginary numbers
Types of Numbers Lsn 07 – Powers of i
Types of Numbers Lsn 08 – Complex Numbers
Arithmetic: Adding Small Nos.
Adding Small Nos.
0/19
Lsn 01 – Meaning of Addition
Lsn 02 – Adding two numbers
Lsn 03 – Adding same numbers
Lsn 04 – Quick Counting Method
Lsn 05 – Counting Fingers to Add Numbers
Lsn 06 – Adding 1 to numbers
Lsn 07 – Adding 2 to numbers
Lsn 08 – Adding 3 to numbers
Lsn 09 – Adding 4 to numbers
Lsn 10 – Adding 5 to numbers
Lsn 11 – Adding 6 to numbers
Lsn 12 – Adding 7 to numbers
Lsn 13 – Adding 8 to numbers
Lsn 14 – Adding 10 to numbers
Lsn 15 – Adding 9 to numbers
Lsn 16 – Numbers that add up to give 1, 2, 3 and 4
Lsn 17 – Numbers that add up to give 5, 6 and 7
Lsn 18 – Numbers that add up to give 8 and 9
Lsn 19 – Numbers that add up to give 10
Arithmetic: Subtracting Small Nos.
Arithmetic: Subtracting Small Nos.
0/11
Lsn 01 – Meaning of Subtraction
Lsn 02 – Subtracting Numbers
Lsn 03 – Countdown
Lsn 04 – Subtraction by Countdown
Lsn 05 – Subtracting 0, 1 and the number itself
Lsn 06 – Subtracting 2
Lsn 07 – Subtracting 3
Lsn 08 – Subtracting 4
Lsn 09 – Subtracting 5
Lsn 10 – Subtracting 6 and 7
Lsn 11 – Subtracting 8 and 9
Arithmetic: Multiplying Small Nos.
Arithmetic: Multiplying Small Nos.
0/13
Lsn 01 – Meaning of Multiplication
Lsn 02 – Multiplying Numbers by Counting
Lsn 03 – Multiplying by 0, 1 and 2
Lsn 04 – Multiplying by 3
Lsn 05 – Multiplying by 4
Lsn 06 – Multiplying by 5
Lsn 07 – Multiplying by 6
Lsn 08 – Multiplying by 8
Lsn 09 – Multiplying by 10
Lsn 10 – Multiplying by 11
Lsn 11 – Multiplying by 12
Lsn 12 – Multiplying by 11
Lsn 13 – Multiplying by 12
Arithmetic: Dividing Small Nos.
Arithmetic: Dividing Small Nos.
0/6
Lsn 01 Meaning of Division
Lsn 02 – Division by Counting
Lsn 03 – Division with Remainder by Counting
Lsn 04 – Division by Products
Lsn 05 – Division with Remainder by Products
Lsn 06 – Divisibility
Arithmetic: Addition of larger Nos.
0/5
Lsn 01 – Adding 1-Digit and 2-Digit Numbers
Lsn 02 – Adding 1-Digit and 2-Digit Numbers with Carry
Lsn 03 – Adding 2-Digit Numbers
Lsn 04 – Adding 2-Digit Numbers with Carry
Lsn 05 – Addition Involving 3-Digit Numbers
Arithmetic: Subtraction Inv. larger Nos.
0/4
Lsn 01 – Subtracting 1-digit number from 2-digit number
Lsn 02 – Subtracting 1-digit number from 2-digits number with carry
Lsn 03 – Subtracting 2-digit number
Lsn 04 – Subtraction involving 3-digit numbers
Arithmetic: Multiplication and Division Larger Nos.
0/7
Lsn 01 – Multiplying Larger Numbers Digit-by-Digit
Lsn 02- Multiplying Larger Numbers with Carry
Lsn 03 – Long Multiplication
Lsn 04 – Digit by Digit Division
Lsn 05 – More Digit by Digit Divisions
Lsn 06 – Case of Cannot
Lsn 07 – Long Division
Arithmetic: Working with Negative Nos.
0/6
Lsn 01 – Negative Numbers
Lsn 02 – Subtracting a Larger Number from a Smaller one
Lsn 03 – Improper Subtraction Involving Larger Number
Lsn 04 – Multiplying or Dividing one Number by Another of Different Sign
Lsn 05 – Multiplying or Dividing one Number by Another of Same Sign
Lsn 06 – Rules for Working with Negative Numbers
Arithmetic: Factors and Multiples
0/17
Lsn 01 – Divisibility
Lsn 02 – Test for Divisibility by 2 and 3
Lsn 03 – Tests for Divisibility by 4 and 5
Lsn 04 – Tests for Divisibility by 6 and 7
Lsn 05 – Tests for Divisibility by 8 and 9
Lsn 06 – Tests for Divisibility by 10 and 11
Lsn 07 – Factor and Multiple
Lsn 08 – Factors of an Integer
Lsn 09 – Proper Factors
Lsn 10 – Prime Factors
Lsn 11 – Common Factors
Lsn 12 – Table Method of Finding HCF
Lsn 13 – Prime Factors Method of Finding HCF
Lsn 14 – Multiples of an Integer
Lsn 15 – Common Multiples
Lsn 16 – Table Method of Finding LCM
Lsn 17 – Prime Factors Method of Finding LCM
Arithmetic: Fractions
0/25
Lsn 01 – Meaning of Fraction
Lsn 02 – Naming of Fractions
Lsn 03 – Numerator, Denominator and Reciprocal
Lsn 04 – Proper and Improper Fractions
Lsn 05 – Converting Improper Fractions to Mixed Numbers
Lsn 06 – Converting Mixed Numbers to Improper Fractions
Lsn 07 – Equivalent Fractions
Lsn 08 – Lowest Terms
Lsn 09 – Common Denominators
Lsn 10 – Comparing Fractions by Size
Lsn 11 – Arranging Fractions by Size
Lsn 12 – Adding and Subtractin Fractions
Lsn 13 – Multiplying Fractions
Lsn 14 – Dividing Fractions
Lsn 15 – Converting to Decimal
Lsn 16 – Recurring Decimal
Lsn 17 – Converting Decimal to Vulgar Fraction
Lsn 18 – Fraction of a Quantity
Lsn 19 – Finding the Quantity when a Fraction is known
Lsn 20 – What Fraction of a Qty is a given Value
Lsn 21 – Fraction that Remains after a Fraction is removed
Lsn 22 – Quantity that Remains after a Fraction is Removed
Lsn 23 – Quantity after a Rise or Fall by a known Fraction
Lsn 24 – Quantity before a Rise or Fall by a known Fraction
Lsn 25 – Fraction of a Fraction
Arithmetic: Percentages
Arithmetic: Percentages, Simple and Compound Interest
0/16
Lsn 01 – Meaning of Percent
Lsn 02 – Converting Percentage to Fraction
Lsn 03 – Converting Fraction to Percent
Lsn 04 – Converting Percent to Decimal
Lsn 05 – Converting Decimal to Percent
Lsn 06 – Percentage of a Quantity
Lsn 07 – What Percentage of a Qty is a given Value
Lsn 08 – What Remains when a Percentage of a Qty is Removed
Lsn 09 – Percent of Percent of a Quantity
Lsn 10 – Value after a Percentage Rise or Fall
Lsn 11 – Value before a Percentage Rise or Fall
Lsn 12 – Finding the Percent Rise or Fall
Lsn 13 – Percentage Profit and Loss
Lsn 14 – Commission
Lsn 15 – Tax as a Percent of Earning
Lsn 16 – Tax according to a Tax Regime
Simple and Compound Interest
Simple and Compound Interest
0/10
Lesson 7: Lsn 07 – Investment Value in 1 year
Lesson 8: Lsn 08 – Investment Value in 2 years with Reinvestment
Lesson 9: Lsn 09 – Compound Interest Computation
Lsn 10 – Compound Interest Formula
Lsn 01 – Investment and Interest
Lsn 02 – Simple Interest
Lsn 03 – Calculating Principal
Lsn 04 – Calculating Rate
Lsn 05 – Calculating Time
Lsn 06 – Total Investment Value
Periodic payments
1) Lsn 01 - Annuity 2) Lsn 02 - Total Annuity Computations 3) Lsn 03 - Calculating periodic payments 4) Lsn 04 - Debt Payment Schedule 5) Lsn 05 - Calculating Yearly Payment to Amortize a Debt
0/5
Lsn 01 – Annuity
Lsn 02 – Total Annuity Computations
Lsn 03 – Calculating periodic payments
Lsn 04 – Debt Payment Schedule
Lsn 05 – Calculating Yearly Payment to Amortize a Debt
Roman Numerals
Lsn 01 - Roman Numerals 1 - 6 Lsn 02 - Roman Numerals 1 - 11 Lsn 03 - Roman Numerals 1 - 20 Lsn 04 - Roman Numerals 1 - 30 Lsn 05 - 40, 50, 60, 70 and 80 in Roman Numerals
0/5
Lsn 01 – Roman Numerals 1 – 6
Lsn 02 – Total Annuity Computations
Lsn 03 – Calculating periodic payments
Lsn 04 – Debt Payment Schedule
Lsn 05 – Calculating Yearly Payment to Amortize a Debt
Rudiments of Mathematics
Overview
Exercise Files
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