Square Any 2 Digit Number | Faster Than A Calculator
Learn how to square any 2-digit number instantly in your head! 🤯 Let's solve 32^2 without a calculator. The Squaring Trick (a^2 | 2ab | b^2): For 32^2 (where a=3, b=2): Square the last digit (b^2): 2^2 = \mathbf{4}. Multiply all digits (2ab): 2 \times 3 \times 2 = 12. Write down 2, carry over the 1. Square the first digit (a^2): 3^2 = 9. Add the carry: 9 + 1 = \mathbf{10}. Put it together: 1024! ✨ Challenge: Can you use this trick to solve 42^2? Let me know the answer in the comments! 👇 Subscribe to M-Muak Academy for daily math hacks: #mathtricks #squaring #mentalmath #fastmath #vedicmath #mathhack #mmuakacademy #education
