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Short Tricks || Simplify: x = √(3√(3√(3√3))) || Competitive Exam Math #mathtricks #matholympiad

Harvard Entrance Exam || Simplify: X^(X^(X^))) = 3 | Olympiad Math #mathtricks #maths #matholympiad

Harvard Entrance Exam || Simplify: 64⁴ - 16⁵ Without a Calculator #mathtricks #maths #matholympiad

Simplify: 2²² × 3³³ Without Using Any Calculator #mathtricks #maths #matholympiad #mathshorts

Find the square root of the Sum of cubes of consecutive numbers without a Calculator! #mathtricks

Difference between squares of two consecutive numbers | No calculator!#mathtricks #matholympiad

Simplifying sqrt(sqrt(9) - sqrt(8)) Without a Calculator | Math Olympiad Challenge #mathtricks #math

Square Root of (30³ + 40³ + 50³) Without a Calculator | Math Tricks #matholympiad #mathchallenge

Olympiad Math Aptitude || Simplify 2^18 - 1 || No Calculator use #maths #matholympiad #mathchallenge

Math Olympiad Aptitude || If 3^x = x^9 , Find the value x #mathshorts #mathtricks #olympiadmath

Math Olympiad Aptitude || Simplify 8⁹ + 8⁹ + 8⁹ + 8⁹ #mathshorts #mathtricks #olympiadprep

Math Olympiad Algebra Problem: Solve 3^x + 3^y + 3^z = 837, Find x, y, z ? | Step-by-Step Solution

Harvard Entrance Exam || Simplify [ sqrt(2)−1]^12 without any calculator || Math Olympiad Problem

Harvard University Entrance Exam || Simplify 2^18−1 without using a calculator || Math Olympiad

Harvard University Entrance Exam ||Solve: If x^2 − y^2 = 36, Find the value of x,y || Math Olympiad

Math Olympiad Algebraic Solution || Solve it (2^33 + 2^22 + 2^11) / (2^33 - 1)

Math Olympiad Algebraic Solution || Solve: 3^x = X^9 | What Are the Possible Values of X?

Math Olympiad Algebraic Solution | If (x^7+x^5+x^3)/(x^6+x^5+x^4) ​= 81/27​ | Find Values of x ?

Math Olympiad Algebraic Solution || Solve: If x^6 = 2^6, Then what are the possible values of x ?

Math Olympiad Algebraic Equation Explained || Solve: If 3^x - 2^x = 65, Then what is value of x ?

Algebraic Equation Explained || Solve: If a + 2ab + b = 8, Then What is the Value of a + b?

Olympiad Math Problem Explained || Harvard Entrance Exam || x² + 1/x² = √2 | Solve:x^1024 - 1/x^1024

Olympiad Math Simple Algebra || Cambridge Entrance Exam || 8^x + 2^x = 10 | Step-by-Step Explanation