পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
limz→0ln 1+xx=?
'প্রাগৈতিহাসিক' গল্পটির রচয়িতা কে?
নিয়ন্ত্রণ ব্যবস্থায় যে সব বৈশিষ্ট্য অবশ্যই থাকতে হলে সেগুলো হলো-i. সর্বশেষ ধাপii. অবিরাম প্রক্রিয়াiii. কালান্তিক কাজ নিচের কোনটি সঠিক?
নিয়ন্ত্রণ ব্যবস্থায় যে সব বৈশিষ্ট্য অবশ্যই থাকতে হলে সেগুলো হলো-
i. সর্বশেষ ধাপ
ii. অবিরাম প্রক্রিয়া
iii. কালান্তিক কাজ
নিচের কোনটি সঠিক?
panmunjom declaraton is a peace treaty signed between
লর্ড লিটন মাতৃভাষা সংবাদপত্র আইন পাস করেন কেন?
ফুটবল খেলায় চতুর্থবারের মতো গোল্ডেন বুট জিতেছেন-
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
৪র্থ শক্তিস্তরে মোট অরবিটাল সংখ্যা কয়টি?
রসুনের কোয়া মাটিতে রোপণের কত দিনের মধ্যে সেচ প্রদান করতে হয়?
a:b=b:a হলে, a = কি?
গ্লাইকোলাইসিস প্রক্রিয়ায় কয়টি ATP খরচ হয়?
আমি গাই তারি গান- ভিন্ন একক বিশিষ্ট দুটি তথ্যসারির তুলনা করতে নিচের কোন বিস্তার পরিমাপটি ব্যবহৃত হয়?প্রশ্ন-৭মাইটোসিস কোষ বিভাজনের কোন ধাপে নিউক্লিওলাসের বিলুপ্তি ঘটে?ন্যূনতম বিচ্যুতির সঠিক সম্পর্কটি হলো -ফিরোজা বেগম কিভাবে সামাজিক পরিবর্তনে অংশগ্রহণ করে ?i. গৃহস্থালী কাজকর্ম করেii. শিল্পকারখনায় কাজ করেiii. সন্তানদের লেখাপড়ায় যত্নশীলতার মাধ্যমেনিচের কোনটি সঠিক ?
ভিন্ন একক বিশিষ্ট দুটি তথ্যসারির তুলনা করতে নিচের কোন বিস্তার পরিমাপটি ব্যবহৃত হয়?
প্রশ্ন-৭মাইটোসিস কোষ বিভাজনের কোন ধাপে নিউক্লিওলাসের বিলুপ্তি ঘটে?
ন্যূনতম বিচ্যুতির সঠিক সম্পর্কটি হলো -
ফিরোজা বেগম কিভাবে সামাজিক পরিবর্তনে অংশগ্রহণ করে ?i. গৃহস্থালী কাজকর্ম করেii. শিল্পকারখনায় কাজ করেiii. সন্তানদের লেখাপড়ায় যত্নশীলতার মাধ্যমেনিচের কোনটি সঠিক ?
ফিরোজা বেগম কিভাবে সামাজিক পরিবর্তনে অংশগ্রহণ করে ?
i. গৃহস্থালী কাজকর্ম করে
ii. শিল্পকারখনায় কাজ করে
iii. সন্তানদের লেখাপড়ায় যত্নশীলতার মাধ্যমে
নিচের কোনটি সঠিক ?