Non terminating repeating decimal to p/q form

{ "questions": [ { "question": "$0.\\overline{6}$ ক $\\frac{p}{q}$ আকাৰত প্ৰকাশ কৰিলে কি হ'ব?", "options": [ "$\\frac{2}{3}$", "$\\frac{3}{5}$", "$\\frac{6}{10}$", "$\\frac{1}{3}$" ], "answer": 0 }, { "question": "$0.\\overline{3}$ ক $\\frac{p}{q}$ আৰ্হিত প্ৰকাশ কৰা:", "options": [ "$\\frac{3}{10}$", "$\\frac{1}{3}$", "$\\frac{3}{100}$", "$\\frac{1}{9}$" ], "answer": 1 }, { "question": "$0.\\overline{47}$ ক $\\frac{p}{q}$ আকাৰত লিখা:", "options": [ "$\\frac{47}{100}$", "$\\frac{47}{90}$", "$\\frac{47}{99}$", "$\\frac{43}{99}$" ], "answer": 2 }, { "question": "$0.\\overline{001}$ ক $\\frac{p}{q}$ আকাৰত প্ৰকাশ কৰিলে পোৱা যাব—", "options": [ "$\\frac{1}{1000}$", "$\\frac{1}{900}$", "$\\frac{1}{99}$", "$\\frac{1}{999}$" ], "answer": 3 }, { "question": "$0.\\overline{47}$ ক $\\frac{p}{q}$ আকাৰত প্ৰকাশ কৰিলে হ'ব—", "options": [ "$\\frac{47}{99}$", "$\\frac{47}{90}$", "$\\frac{43}{90}$", "$\\frac{43}{99}$" ], "answer": 0 }, { "question": "$0.\\overline{23}$ ক $\\frac{p}{q}$ আকাৰত লিখা:", "options": [ "$\\frac{7}{30}$", "$\\frac{23}{99}$", "$\\frac{23}{90}$", "$\\frac{21}{100}$" ], "answer": 1 }, { "question": "$0.\\overline{54}$ ক $\\frac{p}{q}$ আৰ্হিত প্ৰকাশ কৰা:", "options": [ "$\\frac{54}{100}$", "$\\frac{27}{50}$", "$\\frac{6}{11}$", "$\\frac{54}{90}$" ], "answer": 2 }, { "question": "$1.\\overline{3}$ ক $\\frac{p}{q}$ আকাৰত প্ৰকাশ কৰিলে কিমান হ'ব?", "options": [ "$\\frac{13}{10}$", "$\\frac{13}{9}$", "$\\frac{3}{4}$", "$\\frac{4}{3}$" ], "answer": 3 }, { "question": "$0.\\overline{16}$ ক $\\frac{p}{q}$ আকাৰত লিখা:", "options": [ "$\\frac{16}{99}$", "$\\frac{1}{6}$", "$\\frac{16}{90}$", "$\\frac{1}{60}$" ], "answer": 0 }, { "question": "$0.\\overline{235}$ ক $\\frac{p}{q}$ আকাৰত প্ৰকাশ কৰিলে হ'ব—", "options": [ "$\\frac{235}{1000}$", "$\\frac{235}{999}$", "$\\frac{233}{990}$", "$\\frac{235}{900}$" ], "answer": 1 } ] }