পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
কোনটি কেন্দ্রাকর্ষী বিকারক?
SO2
BF3
+NO2
NH3
এক্ষেত্রে X দ্রব্যের দাম স্থিতিস্থাপকতা কত?
দৃশ্যমান বর্ণালীর তরঙ্গদৈর্ঘ্যর বিস্তৃতি-
কোনটির মাধ্যমে এক দেশে বসেই অন্য দেশের কাজ করা যায়।
How many different six-digit numbers can be formed using all of the following digits : 3, 3, 4, 4, 4, 5 ........
Heliozoa তে কোন ধরনের প্রতিসাম্য দেখা যায়?
করিম ও রহিমের বুদ্ধ্যাঙ্কের খুব বেশি পার্থক্য নেই কেন?
'ঝরা পালক' ও 'রূপসী বাংলা' গ্রন্থের মধ্যে সাদৃশ্য রয়েছে-
নিচের শব্দগুলো থেকে প্রকৃতি-প্রত্যয় নির্ণয় কর ও প্রত্যয়ের ধরন নির্ণয় কর।নম্র, ফ্যাকাশে, এমনতর, রান্না, স্থাবর।
দেহের দুই কোষের মধ্যবর্তী স্থানে শতকরা কত ভাগ পানি রয়েছে?
মুসলিম লীগ প্রাদেশিক নির্বাচনে কয়টি আসন লাভ করে?
1-3i এর মুখ্য আর্গুমেন্ট কত?
Law and order situation in Dhaka worsening day by day. (In each of the following sentence there is one word missing. Your task is to identify the missing word from the given choices.)
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
x2 -11x + 30 এবং x 2 -4x2 - 2x - 15 এর গ.সা.গু.
6kg ভরের কোন বস্তুকে ভূপৃষ্ঠ থেকে 10m উচ্চতায় উঠিয়ে অতঃপর একে আনুভূমিক বরাবর 5m সরনো হলো। [g=9.8ms-2]অভিকর্ষজ বলের দিকে সরণ কত?
6kg ভরের কোন বস্তুকে ভূপৃষ্ঠ থেকে 10m উচ্চতায় উঠিয়ে অতঃপর একে আনুভূমিক বরাবর 5m সরনো হলো। [g=9.8ms-2]
অভিকর্ষজ বলের দিকে সরণ কত?