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How To Solve Non-Linear Simultaneous Equations Effortlessly | New General Maths SS2
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The SEVEN solved examples in this tutorial will teach you how to solve non-linear simultaneous equations (involving one linear equation and one non-linear equation in two unknowns) like a pro! You'll learn simple and effective ways to find solution sets using the substitution method. This tutorial is perfect for high school and college students tackling algebra, calculus, or systems of equations. Whether you’re struggling with homework or preparing for exams, this step-by-step guide will boost your problem-solving skills. Don't forget to like, subscribe, and hit the bell icon for more math tutorials!
00:00 - Example 1: 3x² - 4y = -1 and 2x - y = 1
06:45 - Example 2: 2x² + y² = 19 and x + 3y = 0
09:42 - Example 3: xy + 3x = 3 and 3x + y = 7
13:53 - Example 4: 3x + y = 25 and xy = 8
17:45 - Example 5: 2x - 5y = 7 and xy = 6
22:40 - Example 6: x² - y² = 27 and x + y = 3
25:48 - Example 7: 4x² - y² = 15 and 2x - y = 5
The question are taken from New General Mathematics for Senior Secondary Schools book 2, exercise 7d, page 79.
#NonLinearEquations #SimultaneousEquations #SubstitutionMethod #Algebrahelp #MathForBeginners
00:00 - Example 1: 3x² - 4y = -1 and 2x - y = 1
06:45 - Example 2: 2x² + y² = 19 and x + 3y = 0
09:42 - Example 3: xy + 3x = 3 and 3x + y = 7
13:53 - Example 4: 3x + y = 25 and xy = 8
17:45 - Example 5: 2x - 5y = 7 and xy = 6
22:40 - Example 6: x² - y² = 27 and x + y = 3
25:48 - Example 7: 4x² - y² = 15 and 2x - y = 5
The question are taken from New General Mathematics for Senior Secondary Schools book 2, exercise 7d, page 79.
#NonLinearEquations #SimultaneousEquations #SubstitutionMethod #Algebrahelp #MathForBeginners
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