পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
হিসাবচক্রের কোন ধাপটি ঐচ্ছিক?
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(ক)প্রশ্ন-২৫কোনটি লব্ধ একক?
If the area of a triangle is 24 and its base is 6, what is the length of the altitude to that base?
(বোর্ড ক)প্রশ্ন-১৯মাকড়সার সিল্ক গ্রন্থি থেকে কি নিঃসৃত হয?
(খ) বন্ধনীর নির্দেশ অনুসারে যেকোনো পাঁচটি বাক্যান্তর করোঃধনীর কন্যা তার পছন্দ নয়। (অস্তিবাচক)এখানে আসতেই হলো। (নেতিবাচক)যদিও সে দরিদ্র তথাপি সে চরিত্রবান। (যৌগিক)ধনীরা প্রায়ই কৃপণ হয়। (জটিল)এতে দোষ নেই। (প্রশ্নবাচক)এটি ভারি লজ্জার কথা। (বিস্ময়বাচক)দেশের সেবা করা কর্তব্য। (অনুজ্ঞাসূচক)তোমার দীর্ঘ জীবন কামনা করছি। (প্রার্থনাসূচক)
(খ) বন্ধনীর নির্দেশ অনুসারে যেকোনো পাঁচটি বাক্যান্তর করোঃ
দুটি আধানের মধ্যবর্তী দূরত্ব অর্ধেক হলে, আধানদ্বয়ের মধ্যে ক্রিয়াশীল বল কি হয়?
রবীন্দ্রনাথ ঠাকুর নোবেল পুরস্কার পান কত সালে?
Calculate the probability that the speed of oxygen molecule lies between 100 and 101 m/sec at 200 degree Kelvin.
রাষ্ট্রবিজ্ঞানের জনক কে?
সাবাশ বাংলাদেশ ভাস্কর্যটির স্থপতি কে?
কোনটি ভিরয়েড এর ক্ষেতের প্রযোজ্য নয়?
যাকে উদ্দেশ্য করে ক্রিয়া সম্পাদিত হয় তাকে কি বলে?
যদি পৃথিবীর ভর চন্দ্রের ভরের 49 গুণ এবং তাদের কেন্দ্রের মধ্যবর্তী দূরত্ব R = 40 × 107 m হয় তবে চন্দ্র ও পৃথিবীর সংযোগকরী রেখার উপর পৃথিবী থেকে কত দূরত্বে উভয়ের টান সমান হবে?
There are 10 orange sodas, 15 cream sodas, and 7 cherry sodas in an ice chest, How many sodas must be removed from the ice chest to guarantee that one of each type of soda has been chosen?
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
হাইড্রা শিকারের দেহে নিচের কোনটি প্রবেশ করিয়ে অবশ করে?