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দুটি সংখ্যার গুনফল ১৫৩৬। সংখ্যা দুটির লসাগু ৯৬ হলে, গসাগু কত?
১৬
২৪
৩২
১২
ANSWER : 1
Descrption
<p> </p><p>দুইটি সংখ্যার গুণফল = 1536</p><p>LCF = 96</p><p> </p><p>আমরা জানি,</p><p>দুইটি সংখ্যার গুণফল = সংখ্যাদ্বয়ের লসাগু ×সংখ্যাদ্বয়ের গসাগু</p><p>or, 1536 = LCF × HCF</p><p>or, LCF × HCF = 1536</p><p>or, 96 × HCF = 1536</p><p>or, HCF = <math xmlns="http://www.w3.org/1998/Math/MathML"><mfrac><mn>1536</mn><mn>96</mn></mfrac></math></p><p>∴ HCF = 16</p><figure class="image"><img 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"></figure>
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