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Question
দুইটি সংখ্যার সমষ্টি ৪৭ এবং তাদের অন্তর ৭ হলে সংখ্যা দুইটি কত?
৩৩ ও ২১
২০ ও ১৩
২৭ ও ৩৪
২৭ ও ২০
ANSWER : 4
Descrption
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"></figure>
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