পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
কুহেলি উত্তরী তলে কে চলে গেছে?
কবির স্বামী
মাঘের সন্ন্যাসী
ঋতুর রাজন
পুষ্পশূন্য দিগন্ত
(২ঙ)প্রশ্ন-১৯চিত্রে কর্ণদ্বয় হচ্ছে vec(AC)=hati,vec(BD)=hatj. vec(AB) ভেক্টরের সঠিক রূপ কোনটি?
শিক্ষণ প্রক্রিয়া কীসের মধ্যে যথাযথ সম্বন্ধ স্থাপন করে?
int_0^1 x/(sqrt(1 - x ^ 2)) dx এর মান-
ক্যালভিন চক্র কোথায় সংঘটিত হয়?
A pilgrim is a person who undertakes a journey to--
12x + 5y = 212 সরলরেখা হতে x²+y²-2x-2y = 167 বৃত্তের উপরস্থ যে বিন্দুটির দূরত্ব ক্ষুদ্রতম তার স্থানাঙ্ক নির্ণয় কর।
A synonym for ‘libel’ is –
বর্গের এক বাহুর দৈর্ঘ্য 2 হলে, বর্গের কর্ণের দৈর্ঘ্য নিচের কোনটি?<img 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
বর্গের এক বাহুর দৈর্ঘ্য 2 হলে, বর্গের কর্ণের দৈর্ঘ্য নিচের কোনটি?
মালিহার ব্যবসায়ের হিসাব খোলার জন্য প্রয়োজন হবে-i. ট্রেড লাইসেন্স ii. চুক্তিপত্রiii. স্মারক লিপিনিচের কোনটি সঠিক?
মালিহার ব্যবসায়ের হিসাব খোলার জন্য প্রয়োজন হবে-
i. ট্রেড লাইসেন্স
ii. চুক্তিপত্র
iii. স্মারক লিপি
নিচের কোনটি সঠিক?
ক ও খ একটি ব্যবসায়ের অংশীদার।খ প্রতি মাসের ১৫তারিখে ব্যবসায় থেকে ২৫০০টাকা উত্তোলন করে।তার উত্তোলনের উপর ১১২৫টাকা সুদ হলে,সুদের হার কত?
মিলন কোন স্থানীয় সরকার থেকে তার প্রত্যয়নপত্রটি সংগ্রহ করবে?
ভাষাভাষী জনসংখ্যার দিক দিয়ে বাংলা ভাষা পৃথিবীর কততম মাতৃভাষা?
His listeners enjoyed his trenchant wit but his victims often winced -- its satire.
হীরকের প্রতিফলক তলে একটি আলোক রশ্মি 60° কোণে আপতিত হলো এবং হীরকের মধ্যে প্রতিসরণ কোণ 12° পাওয়া গেল। হীরকের সমবর্তন কোণ নির্ণয় কর।
Synonym of \"Corpulent\" is-