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Question
নিচের কোনটি ৩ ও ৬ এর গুণিতক
৩
১৯
১৫
১৮
ANSWER : 4
Descrption
<p>সমাধান ১৮</p><p>৩ এর গুণিতক = ৩, ৬, ৯, ১৮,… </p><p>৬ এর গুণিতক = ৬, ১২, ১৮, ২৪,…</p><figure class="image"><img src="data:image/png;base64,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"></figure>
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