পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
নিচের কোনটিতে ঘর্ষণ বল কম?
Aves-এর বৈশিষ্ট্য হল-i. উষ্ণ রক্তবিশিষ্ট ii. দেহ পালকে আবৃতiii. অস্থি বায়ুপূর্ণ নিচের কোনটি সঠিক?
Aves-এর বৈশিষ্ট্য হল-
i. উষ্ণ রক্তবিশিষ্ট
ii. দেহ পালকে আবৃত
iii. অস্থি বায়ুপূর্ণ
নিচের কোনটি সঠিক?
নিশ্চয়তা শব্দটি যে দুটি অর্থে ব্যবহৃত হয়, তা হলো- i. পরম বা চূড়ান্ত নিশ্চয়তা প্রদান ii. মানবিক নিশ্চয়তা প্রদানiii. অনুমানভিত্তিক নিশ্চয়তা প্রদান নিচের কোনটি সঠিক?
নিশ্চয়তা শব্দটি যে দুটি অর্থে ব্যবহৃত হয়, তা হলো-
i. পরম বা চূড়ান্ত নিশ্চয়তা প্রদান
ii. মানবিক নিশ্চয়তা প্রদান
iii. অনুমানভিত্তিক নিশ্চয়তা প্রদান
'ব্যবস্থাপনা কলা'- কী নির্দেশ করে?
The charge of a room at Sheraton is 25% less than that of a room at Westin and 10% less than that of a room at Sonargaon . By what percent is the charge of a room at Westin is greater than that of Sonargaon ?
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
Derive the expression for the kinetic theory of plasmas.
ভিনেগার- i. 6-10% অ্যাসিটিক এসিড ii. খাদ্য সংরক্ষক হিসেবে ব্যবহৃত হয় iii. শক্তিশালী এসিড নিচের কোনটি সঠিক?
ভিনেগার-
i. 6-10% অ্যাসিটিক এসিড
ii. খাদ্য সংরক্ষক হিসেবে ব্যবহৃত হয়
iii. শক্তিশালী এসিড
উল্লিখিত কোন রচনাটি পুঁথি সাহিত্যের অন্তগর্ত নয়?
মনোযোগকে প্রভাবিত করে কোনটি?
হাঁপানী রোগের শ্বাসকাজে সহায়তার জন্য এবং গভীর পানির ডুবুরিগণ 80% He ও 20% O2 এর মিশ্রণের সাহায্যে শ্বাস-প্রশ্বাস গ্রহণ করেন। He এর গলনাঙ্ক ও স্ফুটনাঙ্ক যথাক্রমে 4.1 K ও 0.8 K । গৃহীত শ্বাস-প্রশ্বাসের মিশ্রণের কার্যকর আণবিক ভর কত?
অবিভূক্ত বাংলার সর্বপ্রথম রাজা কাকে বলা হয়?
কম্পিউটারে কোনো কিছু লেখালেখির ক্ষেত্রে নানাদিক থেকে সুবিধা পাওয়া যায় কোন প্রোগ্রাম ব্যবহারে?
"Bird's eye view" means-
প্রাচীনকালে মিসরীয় বাদশাদের কী বলা হতো?
27°C তাপমাত্রায় 22g CO2 এর গতিশক্তি কত জুল?