পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
CH2=CH2 এ কার্বন পরমাণুর sp2 সংকরিত এবং অসংকরিত অরবিটালদ্বয়ের মধ্যবর্তী কোণের মান কত ডিগ্রি?
জাবির ইবনে হাইয়ানকে রসায়নশাস্ত্রের জনক বলা হয় কেন?
A∩B = কত?
সম্প্রতি কলম্দিয়া সরকারের সাথে কোন বিদ্রোহী গোষ্ঠীর স্বাক্ষরিত শান্তিচুক্তি গণভোটে বাতিল হয়?
Explain Hermite polynomials.
কোন অঙ্গাণুতে গ্রানাম বিদ্যমান?
মাইক্রোফাইব্রিলের বিন্যাস নির্দেশ করে কোনটি?
সোডিয়ামের সূচনা তরঙ্গ দৈর্ঘ্য 6800Å এর কার্য আপেক্ষক কত?
CH3-CH2-C(CH3)2-C≡ C-CH3 যৌগটির IUPAC নাম-
9.8 N ওজনের কোনো বস্তুর চন্দ্রে ওজন কত?
সরল ছন্দিত গতির সরণের সমীকরণ কোনটি ?
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
2.5 m দীর্ঘ একটি ইস্পাতের সুষম তারের ভর 16 gm এবং ঘনত্ব 7800kg/m3। 80 N বলে টানা দিলে তারটির দৈর্ঘ্য প্রসারণ হয় 1.2 mm. ঐ তারের মধ্যে সঞ্চিত স্থিতিশক্তি কত ?(The mass and density of a 2.5 m long uniform steel wire are 16 gm and 7800 kg/m3. respectively. The elongation of the wire is 1.2 mm when 80 N force is applied on it. What is stored potential energy of the wire?)
বাংলাদেশে সংবিধান সর্বপ্রথম কোন তারিখে গণপরিষদে উত্থাপিত হয়?
হজের সময়ে সকলে একই ধরনের সাদা পোশাক পরিধান করে। এটি মুসলমানদের মধ্যে কী জাগ্রত করে?
নিম্নের কোনটি সঠিক?