Solving Equations With Fractions On Both Sides Part - (Part 2/4)

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Video Title / CaptionSolving Equations With Fractions on Both Sides (Part 2/4) This tutorial demonstrates how to solve linear equations where fractions and brackets appear on both sides of the equals sign. Problem Covered: The equation solved in this video is: 3/4 (x - 1) = 1/3 (2x - 1) Core Method: Eliminate Denominators: Identifying the Lowest Common Multiple (LCM) of 4 and 3 to clear the fractions from the start. Expand Brackets: Multiplying out the terms inside the parentheses once the fractions are removed. Collect Like Terms: Moving all 'x' terms to one side and constants to the other to simplify the equation. Final Solution: Using division to isolate x and reach the final answer. Key Concept: By multiplying the entire equation by the LCM, you avoid working with messy decimals or finding common denominators for every individual addition or subtraction step. #MathsTuition #Algebra #SolvingEquations #SecondaryMaths #gcseMaths
TikTok Creator@singapore.maths.a (Singapore Maths Academy)
Audio Track Name🎵 original sound - singapore.maths.a
Total Plays727 views
Total Likes❤️ 19 likes
Total Shares🔁 0 shares

Check out the video for Solving Equations With Fractions On Both Sides Part shared on TikTok by @singapore.maths.a (Singapore Maths Academy). So far, this clip has received 727 views, 19 likes, and 0 shares across social feeds.

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Original Video Caption:
Solving Equations With Fractions on Both Sides (Part 2/4) This tutorial demonstrates how to solve linear equations where fractions and brackets appear on both sides of the equals sign. Problem Covered: The equation solved in this video is: 3/4 (x - 1) = 1/3 (2x - 1) Core Method: Eliminate Denominators: Identifying the Lowest Common Multiple (LCM) of 4 and 3 to clear the fractions from the start. Expand Brackets: Multiplying out the terms inside the parentheses once the fractions are removed. Collect Like Terms: Moving all 'x' terms to one side and constants to the other to simplify the equation. Final Solution: Using division to isolate x and reach the final answer. Key Concept: By multiplying the entire equation by the LCM, you avoid working with messy decimals or finding common denominators for every individual addition or subtraction step. #MathsTuition #Algebra #SolvingEquations #SecondaryMaths #gcseMaths

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