Consider any 2 by 2 square of numbers in a calendar, as shown in t CBSE Class 8 Maths Ganita Prakash

Consider any 2 by 2 square of numbers in a calendar, as shown in the figure. Find products of numbers lying along each diagonal — 4 × 12 = 48, 5 × 11 = 55. Do this for the other 2 by 2 squares. What do you observe about the diagonal products? Explain why this happens. Hint: Label the numbers in each 2 by 2 square as a (a + 1) a + 7 (a + 8) Join this interactive LIVE class on Class 8 Maths Chapter 6 – We Distribute Yet Things Multiply ✖️📘 In this session, we will cover: ✔️ Complete NCERT Solutions (Step-by-Step Explanation) ✔️ Distributive Property Explained Clearly ✔️ Multiplication of Algebraic Expressions ✔️ Simplification Techniques & Shortcuts 🔥 ✔️ Understanding Variables and Terms ✔️ Important Exam-Oriented Questions ✔️ Live Practice Questions 📝 ✔️ Doubt Solving Session 💬 This session is perfect for CBSE Class 8 students who want to strengthen algebra concepts and improve problem-solving skills. 📌 Why attend this LIVE? Simple step-by-step explanations Fast-solving tricks & shortcuts Important NCERT questions covered Improve confidence & accuracy 💯 👉 Don’t forget to LIKE 👍, SHARE 📤 and SUBSCRIBE 🔔 for more live maths classes! #Class8Maths #Algebra #DistributiveProperty #NCERTSolutions #CBSEClass8 #MathsLive #ExamPreparation #MathsPractice #CBSEStudents #StudyLive #chapter6 #wedistribute #yethingsmultiply #wedistributeyethingsmultiply