পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
Since last year , I ............. him once .
Write down the Laplace's equation for gravitational potential in spherical polar coordinates and hence deduce McCullagh's formula.
পদ্মা সেতুর দৈর্ঘ্য কত কিলোমিটার?
Select the word that best matches the definition provided. The part of the government which is concerned with making of rules=
How many types of bees are there in a beehive?
ক্রিয়াপদের মূল অংশকে বলা হয়
অর্থনীতিতে পরিসংখ্যানের গুরুত্ব প্রকাশ করতে নিচের কোন বিষয়টির উদ্ভব হয়েছে?
বাংলাদেশ কবে গভীর সমুদ্র চুক্তি স্বাক্ষর করে ?
int x ^ x (1 + log(x)) dx =?
সংগ্রহশালার দিক থেকে আলেকজান্দ্রিয়ার সাথেসাদৃশ্য রয়েছে কোন জাদুঘরের?
নিচের কোন অ্যালডিহাইড ক্যানিজারো বিক্রিয়া দেয়-
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
ট্যানারি কারখানায় পশু চামড়ার লোমনাশক হিসেবে কোনটি ব্যবহৃত হয়?
নিচের কোন উপাদানটি রক্তনালি সংকোচন করে এবং রক্তক্ষরণ কমায়?
I এর মান কত?
আউফবাউ নীতি অনুসারে নিচের কোন অরবিটালে ইলেকট্রন আর্গে প্রবেশ করে?