Numerical Solution: (2^15-2^10)/2^10

This math is very popular for admission and job exams. Though, this math looks complex due to the 2^15 and 2^10. But it is very…

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Algebra Solution: √(x^2+x^2 )=x^2

At first glance, this equation may appear deceptively simple, yet its underlying complexities challenge us to employ our mathematical skills and unravel its secrets. One…

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Exponent Math, Part 2: 5^(x+6) =6^(x+5)

Exponent Math, easy tricks: 5^(x+6) =6^(x+5) Introduction This type of math is very popular in GRE exam, admission exam. Basically, we need to know how…

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Linear Equation- x⁄3+3x/4=2

Linear equations are fundamental mathematical expressions that describe the relationship between variables in a straight line. They consist of terms involving constants and variables raised…

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Math Puzzle Solution-3

Let’s see who can solve this interesting math problem.Β  If John bought a horse for $2000John sold it for $2500.John bought it again $2800.John sold…

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Math Algebra Solution- 3^3+6^3+9^3+12^3 Simplification

Math Algebra Solution- 3^3+6^3+9^3+12^3 Simplification

Math Olympiad sometimes test student thinking skills. This math we can solve multiple ways but there is a trick, that will help us for solving…

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Math Algebra Solution- √(9^3+9^3+9^3) Simplification

Math Algebra Solution- √(9^3+9^3+9^3) Simplification

This simplification question is very popular in admission, math Olympiad, GRE and other lot of exams. The solution to √(9^3+9^3+9^3) presents an systematic approach, inviting contestants…

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Math ALGEBRA SOLUTION- 9ΒΎ SIMPLIFICATION

Math ALGEBRA SOLUTION- 9ΒΎ SIMPLIFICATION

The Math Olympiad problem that requires the simplification of 9ΒΎ is an engaging complex question that requires competitors to precisely and clearly navigate through the…

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Math Olympiad Exponential Solution- 𝒙^πŸ‘+𝒙^𝟐=𝟏/πŸ–

Math Olympiad Exponential Solution- 𝒙^πŸ‘+𝒙^𝟐=𝟏/πŸ–

In the realm of Math Olympiad, equations like 𝒙^πŸ‘+𝒙^𝟐=1/8Β stand as formidable puzzles, challenging contestants to employ ingenuity and mathematical prowess to uncover their solutions. This…

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