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If the numbers \(\frac{1}{3}\), 0.3, \(\frac{{33}}{{121}}\) and 0.33 are written in ascending order, then what will be the last number?1. 0.332. \(\frac{{33}}{{121}}\)3. 0.34. \(\frac{1}{3}\) |
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Answer» Correct Answer - Option 4 : \(\frac{1}{3}\) Calculation Numbers are, a) 1/3 b) 0.3 = 3/10 c) 33/121 d) 0.33 = 33/100 To compare them make the denominator equal, by taking LCM of denominators ⇒ LCM (3,10,121, 100) = 36300 Multiply numerator and denominator by 36300, then the numbers will become a) (1 × 36300)/(3 × 36300) ⇒ 12100/36300 b) (3 × 36300)/(10 × 36300) ⇒ 10890/36300 c) (33 × 36300)/(121 × 36300) ⇒ 9900/36300 d) (33 × 36300)/(100 × 36300) ⇒ 11979/36300 so, the largest number is 12100/36300 ∴ The largest number is 1/3 |
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