Master Squaring
Learn the secrets of rapid mental computation used in competitive exams. These strategies will help you bypass traditional paper-and-pencil methods.
★ Squares ending in 5
Take the tens digit, multiply it by the next integer up. Append 25 to the end.
★ Memorize up to 25²
The foundation for all advanced squaring tricks is having 1² through 25² instantly memorized.
★ Squares near 50 (40-60)
Let n be the number. Calculate difference from 50 (d). The answer starts with (25 + d) and ends with d² (must be 2 digits).
★ Squares near 100 (90-110)
Let n be the number. Calculate difference from 100 (d). First part is (n + d). Last part is d² (must be 2 digits).
★ General Formula (a+b)²
Use the algebraic expansion a² + 2ab + b², splitting the number into tens and units.
📋 Squares Reference Table (1–100)
All perfect squares from 1² to 100² for quick memorization.
🧠 Range Practice
Device-only practice sets. Your last score is stored only in this browser.