Convert Repeating Decimals into Fractions (p/q)! š | Class 9 Maths | Ch 1
Welcome back to Priyanshi's Group Tuition! š In this key section of Exercise 1.3 (Question 3), we learn the fundamental algebraic process of converting bar decimals back into simple p/q fractions. Textbook cases solved step-by-step: š¹ Problem (i): Converting 0.666... (0.6 bar) by creating a 10x equation system to get 2/3. š¹ Problem (ii): Converting 0.4777... (0.47 bar) into the correct 43/90 fraction form. š¹ Problem (iii): Converting 0.001001... (0.001 bar) by utilizing a 1000x multiplication leap to arrive at 1/999. Mastering these variable steps will secure high marks on your core algebraic tests. Like, save the playlist, and subscribe for complete chapter details! #Class9Maths #NumberSystem #FractionConversion #AlgebraicEquations #PriyanshisGroupTuition #MathsShorts #NCERTSolutions
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