পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
কোন যৌগের দ্রাব্যতা অধিক?
অর্থের ক্রয় ক্ষমতাকে বলা হয় অর্থের-
নিচের কোনটি স্ববাত ও অবাত উভয় প্রকার শ্বসন এর সাথে জড়িত?
“উইলস ট্রফি” কোন খেলার সাথে জড়িত?
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
জনসংখ্যা বৃদ্ধির ফলে দেশে ভোেগ ব্যয় কী হয়?
I would have come to meet you if I --- the time of your train .
তনুর ক্লাসে আসার সময় তাদের বাগানের উঁচু বৃক্ষের শাখার উপর জন্মানো একটা ছোট উদ্ভিদ নিয়ে এসে স্যারকে দেখালেন। স্যার বললেন, এটা অপুষ্পক উদ্ভিদের মধ্যে সর্বাপেক্ষা উন্নত। তন্ময়ের নিয়ে আসা উদ্ভিদের নাম কী?
তনুর ক্লাসে আসার সময় তাদের বাগানের উঁচু বৃক্ষের শাখার উপর জন্মানো একটা ছোট উদ্ভিদ নিয়ে এসে স্যারকে দেখালেন। স্যার বললেন, এটা অপুষ্পক উদ্ভিদের মধ্যে সর্বাপেক্ষা উন্নত।
তন্ময়ের নিয়ে আসা উদ্ভিদের নাম কী?
একুশে পদক ২০১৮ তে সংগীত বিষয়ে কয়জন পদক পান?
ময়মনসিংহ জেলার পূর্ব নাম-
(খ)প্রশ্ন-১১নিচের কোনটিতে পদার্থবিদ্যা লব্ধ জ্ঞান চিকিৎসা বিদ্যায় প্রয়োগ করা হয় না ?
If the room had been brighter, I would have been able to read for a while before bed time.
'Marriage and Family' গ্রন্থটির রচয়িতা কে?
মেরুরজ্জুর শ্বেত পদার্থকে কোন কারণে মসৃণ ও উজ্জ্বল দেখায়?
A, An, The -এগুলোকে কি বলা হয়?
ISO-9000 কয়টি সনদ দ্বারা গঠিত?