পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
কোনাে একটি বস্তুর সরণ r̄= t3 + 2t2 + 5t (m) হলে 4 সেকেন্ড পরে বস্তুটির ত্বরণ কত হবে?
রক্ত স্বল্পতা হয় নিম্নের কোনটির অভাবে?
Ag2CrO4-এর Ksp=8×10-12 হলে মোলার দ্রাব্যতা কত?
'Mellifluous' means-
They killed themselves. Here the sentence is the example of-
10 kg ভরের একটি বস্তুকে ভূমি হতে 30 m উচ্চতায় ছাঁদে তোলা হলো। ছাদে বস্তুটির বিভব শক্তি ও গতি শক্তির মোট পরিমাণ কত?
'কিরণ' এর সমার্থক নয়-
একটি শ্রেণির প্রতি বেঞ্চ ৪ জন করে ছাত্র বসালে ৩ টি বেঞ্চ খালি থাকে । আবার, প্রতি বেঞ্চে ৩ জন করে ছাত্র বসালে ৬ জন ছাত্রকে দাড়িয়ে থাকতে হয়। ঐ শ্রেণির ছাত্র সংখ্যা কত?
বেলনাকৃতি বস্তুর ক্ষেত্রে অভিকর্ষ কেন্দ্র কোথায় অবস্থিত?
নেতিবাচক নেতৃত্বের ফলে ঘটবে- i. কর্মীদের মনোবল হ্রাস ii. কাজের প্রতি আগ্রহ হ্রাস iii. কর্মীদের দ্রুত পদোন্নতি নিচের কোনটি সঠিক?
নেতিবাচক নেতৃত্বের ফলে ঘটবে-
i. কর্মীদের মনোবল হ্রাস
ii. কাজের প্রতি আগ্রহ হ্রাস
iii. কর্মীদের দ্রুত পদোন্নতি
নিচের কোনটি সঠিক?
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
কার্পাল অস্থির গোড়ার দিকের অস্থি নয়__
'স্বর্ণ' শব্দের সঠিক প্রতিশব্দ কোনটি?
Accountability is always ---.
কোন বাক্যটি ভাববাচ্যের উদাহরণ?
হাতঘড়ি কেনার বদলে রিয়ার বই ক্রয়কে অর্থনীতির ভাষায় কী বলে?