পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
”শিষ্টাচার” এর সমার্থক অর্থ কোনটি?
'Shimul'-এর ই-মেল আইডি কোনটি?
'' কোম্পানি তাদের ৫ বছরের আয় ও ঝুঁকি গণনা করে দেখল গড় থেকে ব্যবধানের বর্গের যোগফল ৪৬২। কোম্পানিটির আদর্শ বিচ্যুতি কত হবে?
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
নগদান বই হিসাবচক্রের মধ্যে না পড়ার কারণ কী?
ঘূর্ণিঝড়কে কী বলে?
কোনটি 'মীমাংসা' শব্দের সন্ধি-বিচ্ছেদ?
একটি ইয়ং-এর দ্বি-চিড় পরীক্ষার চিড় দুটির মধ্যবর্তী দূরত্ব 1.9 mm এবং চিড় হতে 1m দূরত্বে ডোরার প্রস্থ 0.31 mm আলোকের তরঙ্গ দৈর্ঘ্য নির্ণয় কর।
Choose the correct passive form- "One should keep one's promise".
ঝুঁকিপূর্ণ কাজে মানুষের পরিবর্তে যন্ত্র ব্যবহার হয়"-ব্যাখ্যা করো।
কাতান শাড়ি বয়নে নিচের কোন তাঁত ব্যবহার করা হয়?
Explain the term \heat of formation\" with an example."
বৈদ্যুতিক পাখা ধীরে ধীরে ঘুরলে বিদ্যু খরচ--
”ইদলিব” শহরটি কোন দেশে অবস্থিত?
The word "Indigenous" is meaning of ---
I can't ____ to have a holiday abroad on my present salary.