Все публикации

0:03:53

How to Solve Logarithmic Equations | Example: log₃(x) = -1

0:05:22

How to Solve Exponential Equations: Example 2^(2x) - 10(2^x) + 16 = 0

0:03:55

Solving for Beta Using the Laws of Indices | Step-by-Step Explanation

0:06:38

Mastering Quadratic Equations: Completing the Square Simplified

0:11:32

Chinese Math Olympiad: Solving the Tricky Trigonometric Equation - Step-by-Step!

0:01:29

Master the Sum to Infinity of a Geometric Progression | Simple Step-by-Step Example

0:02:42

How to Find the nth Term of a Geometric Progression | GP Example: 956th Term!

0:02:06

How to Find the Sum of the First n Terms in a Geometric Progression | GP Explained

0:03:52

Quadratic Equations Made Easy: Solve x^2+x-5=04 by Completing the Square!

0:03:55

Master Binomial Expansion FAST with Pascal's Triangle! | Easy Math Trick for (2x + y)⁴

0:06:56

Japanese Math Olympiad: Solving Radical Equation √x + √(x - 11) = 11

0:01:47

Solving Complex Logarithmic Equations: Step-by-Step Explanation

0:01:14

Find the Value of x in a Right-Angled Triangle: Step-by-Step Pythagoras' Theorem

0:01:57

How to Find the Value of x in a Right-Angled Triangle | Solving with Pythagoras' Theorem

0:04:57

Solving Unknowns in a Matrix: Step-by-Step Tutorial

0:01:02

Exponential Equations | How to Solve Exponential Equations: Step-by-Step Example with 9^(x+1) = 243

0:01:04

How to Add Complex Numbers | Example: (6 + 2i) + (3 - 4i)

0:01:54

How to Multiply Complex Numbers: Example (6+2i)(3-4i) Simplified Step-by-Step

0:03:33

Mastering Simultaneous Equations | Elimination Method Explained | Example: 3x + y = 13 & x + 2y = 1

0:02:06

Solve Simultaneous Equations Using Substitution Easy Step-by-Step Example: 3x + y = 13 & x + 2y = 1

0:03:45

Solving Simultaneous Equations Using the Matrix Method | Step-by-Step Tutorial

0:00:59

#1 SAT Math Test Question #sat #satmathpractice

0:05:49

Math Olympiad Challenge: Solving \( \frac{1}{x} + \frac{1}{y} = \frac{1}{5} \) Step by Step!

0:13:47

Math Olympiad | How to Solve the Math Olympiad Problem: \( x^{2/3} + x^{1/3} = 1 \)