পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
প্রতিষ্ঠানে কতজন নতুন কর্মী প্রয়োজন তা নিরূপণ করাকে কী বলে?
একটি উত্তল লেন্সের ফোকাস দূরত্ব 12 cm। লেন্সটির প্রধান অক্ষের উপর একটি বস্তু রাখা হলে বস্তুর আকারের তিনগুণ বিবর্ধিত বিম্ব পাওয়া যায়।উদ্দীপকের লেন্সটিতে _ সর্বদাই বাস্তব বিম্ব পাওয়া যায় বাস্তব ও অবাস্তব উভয়ই বিম্ব পাওয়া যায় কেবলমাত্র বস্তুর দূরত্ব ফোকাস দূরত্বের কম হলে অবাস্তব বিম্ব পাওয়া যায় নিচের কোনটি সঠিক?
একটি উত্তল লেন্সের ফোকাস দূরত্ব 12 cm। লেন্সটির প্রধান অক্ষের উপর একটি বস্তু রাখা হলে বস্তুর আকারের তিনগুণ বিবর্ধিত বিম্ব পাওয়া যায়।
উদ্দীপকের লেন্সটিতে _
নিচের কোনটি সঠিক?
পরিবেশের সঙ্গে মানুষের অভিযোজনের প্রথম পদক্ষেপ কোনটি?
ঘটনাকে সহজ করে তোলে কোনটি?
দেবী দুর্গার বাহন কোনটি?
রুই মাছের ক্ষেত্রে নিচের কোনটি সঠিক?
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
উদ্দীপকের হোসেন মিয়া ও 'লালসালু' উপন্যাসের মজিদ উভয়েই,-
সূর্যোদয়ের দিকে 12 মিটার যাওয়ার পরে, এক ব্যক্তি উত্তর দিকে 5 মিটার চলে গেল। তার স্থানচ্যুতি কি হবে?
x কে পরিবর্তনশী ধরে log (x-x2-1) এর অন্তরক সহগ কোনটি?
শ্রম বিভাগের কারণে যে শ্রেণিবৈষম্যের সৃষ্টি হয়- i. দক্ষ এবং অদক্ষ ii. মালিক এবং শ্রমিক iii. রাজা এবং প্রজা নিচের কোনটি সঠিক?
শ্রম বিভাগের কারণে যে শ্রেণিবৈষম্যের সৃষ্টি হয়-
i. দক্ষ এবং অদক্ষ
ii. মালিক এবং শ্রমিক
iii. রাজা এবং প্রজা
If the mass defect of radium is 0.95 amu.the binding energy of radium is-
গেটিসবার্গ শহরের সাথে মার্কিন কোন প্রেসিডেন্টের নাম জড়িত?
কোন সংস্থা মানবাধিকার এবং গণতন্ত্রের সংগ্রামে অবদানের জন্য 'Sakharov Prize for Freedom of Thought' পুরস্কার দিয়ে থাকে?
ব্যবসায় সংগঠনের স্বাভাবিক বিকাশে অপরিহার্য কোনটি?
পুরোনো সেই দিনের কথা ভুলবি কি রে হায় ও সেই চোখের দেখা প্রাণের কথা সে কি ভোলা যায়?” উদ্দীপকে চিত্রায়িত ভাবনা কোন কবির ভাবনাকে পরিস্ফুটিত করে ?