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Question
০.৪ × ০.০২ × ০.০৮ = ?
০.৬৪
০.০৬৪
০.০০৬৪
০.০০০৬৪
ANSWER : 4
Descrption
<p> <strong>ট্রিক</strong></p><p> দশমিকের পর যতো সংখ্যা, উত্তরে ঠিক ততো সংখ্যা।</p><figure class="image"><img src="data:image/png;base64,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"></figure>
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