পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
লর্ড কার্জন কবে 'কার্জন হলে'র ভিত্তিপ্রস্তর স্থাপন করেন?
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
বৈজ্ঞানিক ব্যাখ্যার রূপ কয়টি?
আয়নিক যৌগের কেলাস তড়িৎ পরিবহন করে না। কারণ-
হেনরি ফেয়ল শিল্পের কার্যাবলিকে কয় ভাগে ভাগ করেছেন?
Which one of the following birds is different from the rest?
কোনটি সমাজকর্ম পেশার অন্যতম বৈশিষ্ট্য?
নিষেকের পূর্বে কোনটিতে সস্য উৎপন্ন হয়?
Nest, kennel, feather, burrow'. The odd word in this group is.
কমলার চারা ও কলম উৎপাদন করার সময়- i. কার্তিক মাস ii. বৈশাখ মাস iii. আষাঢ় নিচের কোনটি সঠিক?
কমলার চারা ও কলম উৎপাদন করার সময়-
i. কার্তিক মাস
ii. বৈশাখ মাস
iii. আষাঢ়
নিচের কোনটি সঠিক?
The average (arithmetic mean) of seven integers is 11. If each of these integers is less than 20, then what is the least possible value of any one of these integers?
'------- অন্ধকার হইতে আলোকে আনিয়াছি, ভাবিয়া কমলাকান্তের ---- আনন্দ হইল। শূন্যস্থানে যথাক্রমে কোনটি বসবে?
'রাতুল পাবলিকেশন্স' তাদের প্রকাশিত একাদশ-দ্বাদশ শ্রেণির নতুন। সিলেবাসের পাঠ্যবইয়ের প্রচারের জন্য বিভিন্ন দৈনিক পত্রিকায় বিজ্ঞাপন প্রদান করে। এতে পাঠ্যবইয়ের ব্যাপক প্রচার হয় এবং বিক্রয় বৃদ্ধি পায়। উল্লিখিত উদ্দীপকে কোন ধরনের জনগোষ্ঠীর কথা উল্লেখ করা হয়েছে?
Elegy is a poem of-------
1910 সাল থেকে 2009 সাল পর্যন্ত কতগুলি লিপইয়ার আছে ?
ব্যাডমিন্টন খেলা সর্বপ্রথম কোন দেশে চালু হয়?