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Solving Linear Equations in Two Variables: Step-by-Step Algebra Example #2257632 (License: Personal Use)
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The image displays a five-step algebraic manipulation starting from the original equation x(2y-5)=y+4, expanding terms, collecting like terms, factoring, and finally solving for y as a rational function: y = (4 + 5x)/(2x - 1). Each line shows a logically progressive transformation, ideal for teaching equation-solving techniques in intermediate algebra. The final expression highlights domain restrictions where 2x - 1 ≠ 0.
Used in educational web pages, math tutorials, or Khan Academy-style lessons on solving linear equations with two variables; targets students learning algebraic manipulation and isolation of variables.
Related Cliparts: Learn how to solve the equation x(2y-5)=y+4 step by step, isolating y to get y=(4+5x)/(2x-1). Clear, visual algebra walkthrough for students.
(view all Solving Linear Equations in Two Variables: Step-by-Step Algebra Example)
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