পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
1 fm = ?
The inter-governmental organization made up of the major oil producing nations is-
যমুনা সেতুর দৈর্ঘ্য-
শিশিরাঙ্ক বলতে তুমি কি বুঝো?
উক্ত গ্রন্থের মূল ভিত্তি কী?
১০.২৫=কত?
মুক্তিযুদ্ধের সময় ৬ নং সেক্টরের কমান্ডার ছিলেন ?
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
What an amazing holiday! We should have done this .........
A person of ------ age may suffer from defects of vision.
If the velocity of a wave, of wavelength 2 m, is 300 ms-1, what will be its frequency?
দারুল আরকাম' কোথায় অবস্থিত ছিল?
জটিল প্রতিবর্তী ক্রিয়াতে অংশগ্রহণ করে- ⅰ: একটি সংবেদী স্নায়ু ii. একাধিক গতিবাহী স্নায়ু iii. একাধিক সংযোগীয় স্নায়ুনিচের কোনটি সঠিক?
জটিল প্রতিবর্তী ক্রিয়াতে অংশগ্রহণ করে-
ⅰ: একটি সংবেদী স্নায়ু
ii. একাধিক গতিবাহী স্নায়ু
iii. একাধিক সংযোগীয় স্নায়ু
নিচের কোনটি সঠিক?
প্রশ্ন-৪৭সাধারণত রজঃচক্র কত দিন স্থায়ী হয়?
উপরের চিত্রের বিষয়গুলো নিশ্চিত করার প্রধান দায়িত্ব হলো—
নিচের কোনটি অ্যাসিলোমেট প্রাণীর উদাহরণ?