পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
তানভীর ও আনুশেহ কোন খলিফার সম্পর্কে আলোচনা করছিল?
এসিড বৃষ্টিতে কোন এসিডের ভূমিকা সবচেয়ে কম?
ভাষাগত বুদ্ধি অভীক্ষায় অভীক্ষার্থী তার সমস্যার সমাধান দিয়ে থাকে-i. লিখিতভাবেii. হাত ও পায়ের সাহায্যে iii. মৌখিকভাবে নিচের কোনটি সঠিক?
ভাষাগত বুদ্ধি অভীক্ষায় অভীক্ষার্থী তার সমস্যার সমাধান দিয়ে থাকে-
i. লিখিতভাবে
ii. হাত ও পায়ের সাহায্যে
iii. মৌখিকভাবে
নিচের কোনটি সঠিক?
কোনটিকে কেলাসিত করা যায়?
কম্পিউটার ও মাল্টিমিডিয়া প্রজেক্টরের মধ্যে ডেটা সঞ্চালন মোড কোনটি?
উপযোগ হলো- i. অভাব পূরণের ক্ষমতা ii. দ্রব্যের উপকারিতাiii. একটি ব্যক্তিগত মানসিক ধারণা নিচের কোনটি সঠিক?
উপযোগ হলো-
i. অভাব পূরণের ক্ষমতা
ii. দ্রব্যের উপকারিতা
iii. একটি ব্যক্তিগত মানসিক ধারণা
কোন প্রক্রিয়ার সাহায্যে উদ্ভিদ খাদ্য তৈরি করে?
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
বাংলাদেশে সরকারি সমাজসেবা কর্মসূচির উদ্দেশ্য হলো-i. পশ্চাৎপদ দরিদ্র জনগোষ্ঠীর বহুমুখী চাহিদা ও সমস্যা মোকাবিলা করা ii. এসব চাহিদা ও সমস্যায় বহুমুখী কর্মসূচি গ্রহণ iii. এসব জনগোষ্ঠীকে সচেতন ও দক্ষ জনগোষ্ঠীতে পরিণত করা নিচের কোনটি সঠিক?
বাংলাদেশে সরকারি সমাজসেবা কর্মসূচির উদ্দেশ্য হলো-
i. পশ্চাৎপদ দরিদ্র জনগোষ্ঠীর বহুমুখী চাহিদা ও সমস্যা মোকাবিলা করা
ii. এসব চাহিদা ও সমস্যায় বহুমুখী কর্মসূচি গ্রহণ
iii. এসব জনগোষ্ঠীকে সচেতন ও দক্ষ জনগোষ্ঠীতে পরিণত করা
কুয়েরি উইন্ডো দুটি অংশে বিভক্ত। যথা-i. Sortii. Design Gridiii. Field Listনিচের কোনটি সঠিক?
কুয়েরি উইন্ডো দুটি অংশে বিভক্ত। যথা-i. Sortii. Design Gridiii. Field List
ভিন্ন স্ফুটনাঙ্কের দুটি তরল পদার্থকে পৃথক করা যায় কোন প্রক্রিয়ায়?
পরিবর্তন ছাড়া নিচের কোনটি আশা করা যায় না?
তিনটি ভেক্টর \( \vec{a}, \vec{b}, \vec{c} \), যাদের মান যথাক্রমে 4, 3 এবং 5 যােগ করলে শূন্য হয় অর্থাৎ \( \vec{a} + \vec{b} + \vec{c} = 0 \)। তাহলে \( |\vec{c} \times (\vec{a} \times \vec{b})| \) এর মান হলাে-
নিচের কোন ম্যাট্রিক্সের বিপরীত ম্যাট্রিক্স নেই?
A=[(1,4),(2,-3)] হলে, A² + 2A-11I =?
কোন ওয়েবসাইটের ঠিকানায় ব্যবহৃত https এর 'S' দিয়ে কি বোঝায়?