পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
সূক্ষ্ম সময় পরিমাপক যন্ত্র কোনটি ?
প্রশ্ন-২৬জরায়ুর সংকোচন ঘটায় কোন হরমোন?
কাঙালী সবেমাত্র কিসের কাজ করতে আরম্ভ করেছে?
Whe I am alone, I hear the footsteps of my friend in my imagination.
কোন ধরনের হিসাবের বিপক্ষে ঋণদান ব্যাংকের জন্য অধিক নিরাপদ?
তাঁর চাষকৃত ফসলটি ভালো হয়- i. বেলে দোআঁশ মাটিতে ii. কর্দমাময় দোআঁশ মাটিতে iii. পলিযুক্ত দোআঁশ মাটিতে নিচের কোনটি সঠিক?
তাঁর চাষকৃত ফসলটি ভালো হয়-
i. বেলে দোআঁশ মাটিতে
ii. কর্দমাময় দোআঁশ মাটিতে
iii. পলিযুক্ত দোআঁশ মাটিতে
নিচের কোনটি সঠিক?
নিম্নের কোন বিন্দুটি কেন্দ্র (-1,0) ও 10 একক ব্যাসার্ধবিশিষ্ট বৃত্তের উপরে অবস্থিত নয়?
<img 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
নিচের কোনটিতে আঠারো বছর বয়সের ইতিবাচক দিকের প্রতিফলন ঘটেছে?
’দ্যুলোক এর সন্ধিবিচ্ছেদ-
The train is running-------time.
পরোক্ষ খরচ হলো- i. মজুরি ও শুল্কii. বেতন ও ভাড়াiii. কমিশন ও নমুনা বিতরণনিচের কোনটি সঠিক?
কুলম্ব কিসের একক?
সমবাহু ত্রিভুজের বাহুর দৈর্ঘ্য ৪ cm হলে ত্রিভুজটির উচ্চতা কত?
চেকের প্রস্তুতকারককে কী বলে?
চিত্রের উপাদানটির নাম কী?