পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
যে সব স্নায়ু কেন্দ্রীয় স্নায়ুতন্ত্র থেকে নির্দেশ বহন করে বিভিন্ন অঙ্গে নিয়ে যায় তাদের কি ধরনের স্নায়ু বলে?
সামিরা একটি কাগজে লাল,নীল ও সবুজ রঙের ৩টি বল এঁকেছে। লাল বলটি সবার উপরে, অন্য দুটি নীচে। একটি আরেকটি থেকে সমান দূরত্বে। সামিরা লাইন একে বল তিনটি যুক্ত করল ফলে তিনটি কোন তৈরী হলাে যেগুলাের যােগফল ১৮০ ডিগ্রী। সামিরা এঁকেছিল একটি:
তরঙ্গের উপরিপাতন সূত্র আবিষ্কার করেন কে?
প্রশ্ন-১৬৭উদ্দীপকের দ্রবণ দুইটির ঘনমাত্রার ক্ষেত্রে-উভয় দ্রবণের ঘনমাত্রা ppm এককে সমানমিশ্রিত দ্রবণের প্রকৃতি নিরপেক্ষউভয় দ্রবণের মোলার ঘনমাত্রা অসমাননিচের কোনটি সঠিক?
প্রশ্ন-১৬৭উদ্দীপকের দ্রবণ দুইটির ঘনমাত্রার ক্ষেত্রে-
পৈঁসু বিন্যাসটি সর্বদা-1. ধনাত্মক বঙ্কিমii. মধ্যম সূঁচালiii. অতি সূঁচালনিচের কোনটি সঠিক?
Select a word having the opposite meaning : MANNERED
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
ইংরেজরা হুগলিতে বাণিজ্যকুঠি স্থাপন করে কত সালে?
একটি কাজের নির্দেশ দেওয়ার জন্য কতজন নির্বাহী থাকবে?
কোন নিয়ন্ত্রণ কৌশলের মাধ্যমে লাভ-ক্ষতির শূন্য স্তর বের করা হয়?
প্রশ্ন-৬৯মানব পিত্তরস সম্বন্ধে নিচের কোন তথ্যটি সঠিক?
'পূর্বাশা' দ্বীপের অপর নাম-----
(N_{2}(g)+O_{2}(g)+180~kJ ightleftharpoons2NO(g)) এই বিক্রিয়ায় সাম্যাবস্থায় তাপ প্রয়োগ করলে কী ঘটবে?
রুদ্ধতাপীয় প্রক্রিয়ার ক্ষেত্রে কোনটি সঠিক?
জরুরি অবস্থা মোকাবিলার জন্য কোন সংগঠন উপযোগী?
(মডেল)প্রশ্ন-৩১একটি ত্রিভুজের দুইটি কোণ যথাক্রমে 72°53'51" এবং 37°6'9" হলে তৃতীয় কোণটির মান রেডিয়ানে কত হবে?