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Physics and Math Videos
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Ex: Solve One Step Equations By Adding and Subtracting Whole Numbers (Var. on Left)
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jedishrfu
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Jul 12, 2018
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Ex: Solve One Step Equations By Adding and Subtracting Whole Numbers (Var on Right)
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Solving Equations by Multiplying and Dividing
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Ex: Solve One Step Equations By Multiplying and Dividing Whole Numbers (Var. on Left)
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Ex: Solve One Step Equations By Multiplying and Dividing Whole Numbers(Var on Right)
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jedishrfu
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Partitive Division with Base 10 Blocks: 3 Digit Divided by 1 Digit with No Remainder
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jedishrfu
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Jul 12, 2018
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Column Divisions: 3 Digit Divided by 1 Digit with Remainder
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jedishrfu
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Jul 12, 2018
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Partitive Division with Base 10 Blocks: 3 Digit Divided by 1 Digit with Remainder
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jedishrfu
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Ex: Long Division - Four Digit Divided by One Digit (With Remainder)
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Ex: Division Using Partial Quotient - Four Digit Divided by One Digit (With Remainder)
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jedishrfu
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Ex: Long Division - 3 Digit Divided by 2 Digit (No Remainder)
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jedishrfu
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Ex: Division Using Partial Quotient - 3 Digit Divided by 2 Digit (No Remainder)
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Ex: Long Division - 3 Digit Divided by 2 Digit (With Remainder)
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Ex: Division Using Partial Quotient - 3 Digit Divided by 2 Digit (With Remainder)
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Ex: Long Division - 4 Digit Divided by 2 Digit (No Remainder)
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Ex: Long Division - 4 Digit Divided by 2 Digit (With Remainder)
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Ex: Division Using Partial Quotient - Four Digit Divided by One Digit (With Remainder)
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>Multiply Whole Numbers to Solve Applications
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Divide Whole Numbers to Solve Applications
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Divide and Multiply Whole Numbers to Solve Applications
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Total Cost using Addition and Multiplication
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jedishrfu
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Mental Math: Multiplication Using Compensation
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jedishrfu
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Mental Math: Division Using Compensation
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jedishrfu
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Differential Equations and Applications (NPTEL):- Lecture 01: General Introduction
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Wrichik Basu
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Jul 9, 2018
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Differential Equations and Applications (NPTEL):- Lecture 02: Examples I
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 03: Examples II
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 04: Examples III
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 05: Linear Algebra I
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Wrichik Basu
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Jul 9, 2018
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Differential Equations and Applications (NPTEL):- Lecture 06: Linear Algebra II
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 07: Linear Algebra III
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Wrichik Basu
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Jul 9, 2018
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Differential Equations and Applications (NPTEL):- Lecture 08: Analysis I
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 09: Analysis II
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 10: First Order Linear Equations
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 11: Exact Equations
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 12: Second Order Linear Equations I
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Differential Equations and Applications (NPTEL):- Lecture 13: Second Order Linear Equations II
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 14: Second Order Linear Equations III
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 15: Well-posedness and Examples of IVP
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Differential Equations and Applications (NPTEL):- Lecture 16: Gronwall's Lemma
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Differential Equations and Applications (NPTEL):- Lecture 17: Basic Lemma and Uniqueness Theorem
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 18: Picard's Existence and Uniqueness Theorem 1
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 19: Picard's Existence and Uniqueness Theorem 2
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 20: Cauchy Peano Existence Theorem
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 21: Existence using Fixed Point Theorem
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Differential Equations and Applications (NPTEL):- Lecture 22: Continuation of Solutions
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 23: Series Solution
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 24: General System and Diagonalizability
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 25: 2 by 2 systems and Phase Plane Analysis 1
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Wrichik Basu
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Jul 9, 2018
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Differential Equations and Applications (NPTEL):- Lecture 26: 2 by 2 systems and Phase Plane Analysis 2
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 27: General Systems
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Differential Equations and Applications (NPTEL):- Lecture 28: General Systems Continued and Non-homogeneous Systems
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Wrichik Basu
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Jul 9, 2018
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Differential Equations and Applications (NPTEL):- Lecture 29: Basic Definitions and Examples
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Wrichik Basu
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Differential Equations and Applications (NPTEL):- Lecture 30: Stability Equilibrium Points 1
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Differential Equations and Applications (NPTEL):- Lecture 31: Stability Equilibrium Points 2
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Differential Equations and Applications (NPTEL):- Lecture 32: Stability Equilibrium Points 3
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Differential Equations and Applications (NPTEL):- Lecture 33: Second Order Linear Equations 4
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Differential Equations and Applications (NPTEL):- Lecture 34: Lyapunov Function 1
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Differential Equations and Applications (NPTEL):- Lecture 35: Lyapunov Function 2
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Differential Equations and Applications (NPTEL):- Lecture 36: Periodic Orbits and Poincare Bendixon Theory 1
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Differential Equations and Applications (NPTEL):- Lecture 37: Periodic Orbits and Poincare Bendixon Theory 2
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Differential Equations and Applications (NPTEL):- Lecture 38: Linear Second Order Equations
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Differential Equations and Applications (NPTEL):- Lecture 39: General Second Order Equations 1
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Ordinary Differential Equations and Applications (NPTEL):- Lecture 40: General Second Order Equations 2
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Wrichik Basu
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Jul 9, 2018
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Time dilation - animation
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renec112
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Jul 8, 2018
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The Language of Division
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jedishrfu
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Jul 2, 2018
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Partial Quotients - Dividing Whole Numbers
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jedishrfu
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Example: Dividing Whole Numbers without a Remainder
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Example: Dividing Whole Numbers with a Remainder
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Ex: Long Division - Two Digit Divided by One Digit (No Remainder)
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Ex: Division Using Partial Quotient - Two Digit Divided by One Digit (No Remainder)
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Ex: Long Division - Two Digit Divided by One Digit (With Remainder)
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Ex: Division Using Partial Quotient - Two Digit Divided by One Digit (With Remainder)
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Ex: Long Division - Four Digit Divided by One Digit (No Remainder)
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Ex: Division Using Partial Quotient - Four Digit Divided by One Digit (No Remainder)
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Column Divisions: 2 Digit Divided by 1 Digit with No Remainder
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jedishrfu
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Partition Division with Base 10 Blocks: 2 Digit Divided by 1 Digit with No Remainder
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Column Divisions: 2 Digit Divided by 1 Digit with Remainder
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Partitive Division with Base 10 Blocks: 2 Digit Divided by 1 Digit with Remainder
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Column Divisions: 3 Digit Divided by 1 Digit with No Remainder
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Ex 1: Multiplying Whole Numbers with Base 10 Blocks Using Area
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jedishrfu
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Ex 2: Multiplying Whole Numbers with Base 10 Blocks Using Area
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jedishrfu
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Ex 1: Stick Multiplication (2 digit)
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jedishrfu
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Ex 2: Stick Multiplication (3 digit)
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Ex 1: Stick Multiplication and Partial Products (2 digit)
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jedishrfu
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Ex 2: Stick Multiplication and Partial Products (3 digit)
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Multiplying Whole Numbers
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The Language of Multiplication
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Lattice Multiplication - Whole Number Multiplication
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Multiplying Whole Numbers Using Area and Partial Products
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Multiply 2 Digit Whole Numbers Using an Area Model
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Example: Multiplying Whole Numbers
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Multiply a 3 Digit Whole Number and a 1 Digit Whole Number
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Multiply Two 3 Digit Whole Numbers - Traditional
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Division of Whole Numbers using Area (No Remainder)
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Division of Whole Numbers using Area (With Remainder)
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Division of Whole Numbers Involving Zero using Area
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Dividing Whole Numbers – Partial Quotients
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Dividing Whole Numbers
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jedishrfu
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How Many Times Larger One Whole Number is Than Another (10^n)
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