পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
x² + y² - 4x + 6y + c = 0 বৃত্তটি y অক্ষকে স্পর্শ করলে c এর মান কত?
ফটো ইলেকট্রিক ক্রিয়ার ক্ষেত্রে ফটোইলেকট্রনের সর্বোচ্চ বেগ নির্ভর করে-
সোডিয়াম আয়নের ব্যাসার্ধ 95pm এবং ক্লোরাইড আয়নের ব্যাসার্ধ 181pm। NaCl স্ফটিকের সন্নিবেশ সংখ্যা কত?
যে সকল আচরণ প্রাণীর প্রয়োজন সাধন করে তাকে কোন শিক্ষণ বলা হয়?
প্রকল্প গ্রহণের চতুর্থ স্তর কোনটি?
একটি বিকিরিত রশ্মির তরঙ্গদৈর্ঘ্য 530 nm রশ্মিটির তরঙ্গ সংখ্যা কত?
উমাইয়া রাজবংশের মাধ্যমে কেমন শাসনব্যবস্থার অবসান ঘটে?
'জুহান বই পড়ছিল'— বাক্যটি কোন কালের উদাহরণ?
DNA ডাবল হেলিক্সের প্রতিটি ঘূর্ণনে মনোনিউক্লিওটাইডের সংখ্যা কত?
"White colour job" means
প্রমিত বানানরীতি অনুযায়ী নিচের কোনটি শুদ্ধ ?
4.2 Ω রোধের একটি তারের মদ্ধ দিয়ে 2 A তড়িৎ 5 min ধরে প্রবাহিত হলে উৎপন্ন তাপের পরিমান কত?
একটি ঘনকের কর্ণের দৈর্ঘ্য 63 মিটার হলে এর আয়তন-
<img src="data:image/png;base64,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
'End in smoke' means ---
a-a-a-a-1 = ?