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Mathematics

Write the following set in set-builder (Rule Method) form :

B3 = {13,35,57,79,911,...............}{\Big{\dfrac{1}{3}, \dfrac{3}{5}, \dfrac{5}{7}, \dfrac{7}{9}, \dfrac{9}{11}, ……………\Big}}

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Answer

B3 = {13,35,57,79,911,...............}{\Big{\dfrac{1}{3}, \dfrac{3}{5}, \dfrac{5}{7}, \dfrac{7}{9}, \dfrac{9}{11}, ……………\Big}}

B3 = {11+2,33+2,55+2,77+9,99+2,...............}{\Big{\dfrac{1}{1+2}, \dfrac{3}{3+2}, \dfrac{5}{5+2}, \dfrac{7}{7+9}, \dfrac{9}{9+2},……………\Big}}

B3 = {nn+2;where n is an odd natural number}{\Big{\dfrac{n}{n+2}; \text{where n is an odd natural number}\Big}}

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