Number Play Class 7 Maths Chapter 6 Generalising a 3 x 3 Magic Square Figure It Out 1-5 Pg 136-137

In this video, Maths with Vinita Mam explains Class 7th Maths Ganita Prakash Chapter 6 Number Play Pages 136 and 137 on Generalising a 3 x 3 Magic Square using algebra and solving Figure It Out Questions 1 to 5 step-by-step. #Class7Maths #GanitaPrakash #NumberPlay #GeneralisingMagicSquare #FigureItOutPage136 #FigureItOutPage137 #NCERTClass6 #GanitaPrakashClass7 #Class7MathsChapter6 #CBSEClass7Maths #MathsWithVinitaMam #AlgebraicMagicSquare #MagicSumFormula #VinitaMam #GanitaPrakashSolutions #NCERTMathsSolutions Topics and Questions Solved: Class 7th Maths Ganita Prakash Chapter 6 Number Play Pages 136-137: 1. Concept of Generalising a 3 x 3 Magic Square: Representing the central number as variable m. Expressing all other 8 cells in terms of m (like m minus 4, m plus 4, m minus 1, m plus 1, etc.). Deriving the algebraic structure of the 3 x 3 magic square grid. 2. Figure It Out Questions Solved (Pages 136-137): Question 1: Finding a magic square when the centre number m is 25 (Magic sum equals 75). Question 2: Algebraic expression obtained by adding the 3 terms of any row, column, or diagonal (Expression equals 3m). Question 3: (a) Adding 1 to every term in generalised form (New magic sum becomes 3m plus 3). (b) Doubling every term in generalised form (New magic sum becomes 6m). Question 4: Creating a magic square whose magic sum is 60 (Centre number m equals 20). Question 5: Is it possible to get a magic square using non-consecutive numbers? (Yes, using arithmetic progressions like odd numbers, even numbers, or multiples). class 6 maths ganita prakash chapter 6 generalising a 3 x 3 magic square, generalising a 3 x 3 magic square using variable m, figure it out pages 136 137 class 7 maths number play, algebraic expression for magic sum in 3 x 3 magic square 3m, magic square with centre number 25 figure it out q1, create a magic square whose magic sum is 60 figure it out q4, can we make magic square with non consecutive numbers figure it out q5, class 7 maths generalising magic square maths with vinita mam, ganita prakash grade 7 chapter 6 page 136 137 vinita mam. #MathsWithVinitaMam #GanitaPrakash #Class6Maths #NumberPlay #GeneralisingMagicSquare #FigureItOutPage137 #NCERTClass6 #GanitaPrakashClass7 #Class7Chapter6 #CBSEClass6Maths #StudyMaths #VinitaMam #Class7GanitaPrakash Class 7th Maths Ganita Prakash Chapter 6, Generalising a 3 x 3 Magic Square, Figure It Out Pages 136 137 Class 7 Maths, algebraic magic square using central number m, magic sum 3m algebraic expression, magic square with centre number 25, magic square with magic sum 60, non consecutive numbers magic square AP, Ganita Prakash solutions Vinita Mam, new ncert class 6 maths chapter 6, cbse grade 7 ganita prakash chapter 6, math with vinita mam class 7 magic square generalisation, class 6 ncert math chapter 6 ganita prakash Class 7th Maths Ganita Prakash Number Play Chapter 6 Generalising a 3 x 3 Magic Square Class 7 Maths solutions Figure It Out exercise solutions Class 6 Ganita Prakash Chapter 6 Pages 136 137 How to write general algebraic form of 3 x 3 magic square using centre m Algebraic expression for row column and diagonal sum in magic square Find magic square if centre number is 25 solution Create a magic square whose magic sum is 60 step by step Is it possible to make a magic square with non consecutive numbers answer What happens when you add 1 or double each term in generalised magic square NCERT Class 6 Ganita Prakash Chapter 6 Number Play CBSE Class 7 Ganita Prakash Maths Generalising Magic Square solutions Vinita Mam generalised magic square step by step algebraic explanation Step by step class 7 ganita prakash chapter 6 figure it out pages 136 137 New NCERT Class 7 Maths Chapter 6 Generalising 3 x 3 Magic Square Ganita Prakash Grade 6 solutions Vinita Mam Class 7 math algebraic formula for magic sum 3m maths with vinita mam Relating calendar 2 x 2 grid concept to 3 x 3 magic square generalisation Using arithmetic progression sets for non consecutive magic squares Class 6 Class 7 maths chapter 6 page 136 137 magic squares vinita mam