পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
ক একটি কাজ ৩০দিনে করতে পারে,খ ১৫দিনে ও গ ১০দিনে করতে পারে। প্রতি ২য় দিনে খ এবং ৩য় দিনে গ ক-কে সাহায্য করলে ঐ কাজটি কত দিনে শেষ হবে?
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
বঙ্গবন্ধু-১ স্যাটেলাইটের ক্ষেত্রে নিম্নের কোনগুলো প্রযোজ্য?জিওস্টেশনারিকমিউনিকেশন মহাকাশ গবেষনানেভিগেশন নিচের কোনটি সঠিক?
C, X অক্ষের সাথে উৎপন্ন কোণের মান কত?
ভিডিও স্ট্রিমিং কোন ধরনের ডেটা ট্রান্সমিশন?
রক্ত জমাট বাধার ফ্যাক্টর নয় কোনটি?
লেজার রশ্মির বৈশিষ্ট্য কোনটি-
প্রান্তিক বেগ-
‘আমি যখন জেলে যাই তখন ওর বয়স মাত্র কয়েক মাস’– এখানে ‘ওর’ বলতে শেখ মুজিবুর রহমান কাকে বুঝিয়েছেন?
১ কিলোগ্রাম = কত পাউন্ড?
কোন দ্রব্যের একাধিক একক পর পর ভোগের ক্ষেত্রে— i. মোট উপযোগ বৃদ্ধি পায় ii. প্রান্তিক উপযোগ হ্রাস পায় iii. ক্রয় ক্ষমতা হ্রাস পায় নিচের কোনটি সঠিক?
কোন দ্রব্যের একাধিক একক পর পর ভোগের ক্ষেত্রে—
i. মোট উপযোগ বৃদ্ধি পায়
ii. প্রান্তিক উপযোগ হ্রাস পায়
iii. ক্রয় ক্ষমতা হ্রাস পায়
নিচের কোনটি সঠিক?
নিচের উদ্দীপকটি লক্ষ কর এবং প্রশ্নগুলোর যথাযথ উত্তর দাও:'R' হলো দুই কার্বনবিশিষ্ট অ্যালকাইল মূলক।উদ্দীপকের 'D' যৌগটি অ্যালডল ঘনীভবন না ক্যানিজারো বিক্রিয়া প্রদর্শন করবে? বিশ্লেষণ কর।
নিচের উদ্দীপকটি লক্ষ কর এবং প্রশ্নগুলোর যথাযথ উত্তর দাও:
'R' হলো দুই কার্বনবিশিষ্ট অ্যালকাইল মূলক।
উদ্দীপকের 'D' যৌগটি অ্যালডল ঘনীভবন না ক্যানিজারো বিক্রিয়া প্রদর্শন করবে? বিশ্লেষণ কর।
জনাব তারেকের কাজটি একটি ব্যবসায় উদ্যোগ। কারণ- i. ঝুঁকি ও অনিশ্চয়তা বিদ্যমান ii. সম্পূর্ণ নতুন ধারণা iii. একক প্রচেষ্টা নিচের কোনটি সঠিক?
জনাব তারেকের কাজটি একটি ব্যবসায় উদ্যোগ। কারণ-
i. ঝুঁকি ও অনিশ্চয়তা বিদ্যমান
ii. সম্পূর্ণ নতুন ধারণা
iii. একক প্রচেষ্টা
যে অঙ্গটি দেহ হতে ক্ষতিকর পদার্খ নিষ্কাশনে ভূমিকা পালন করে না-
কত সালে ভারতবর্ষ ভেঙ্গে পাকিস্তান ও ভারত নামে দুটি দেশ স্বাধীন হয়?
মতিউর রহমান মল্লিক কোন বিভাগের ছাত্র ছিলেন?