পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
y=1/2root(3)((3x-4)^2) হলে, dy/dx=?
int_0^(pi/2) sin^5 Thetacos ThetadTheta =কত?
int_0^(pi/2) sin^5 Thetacos ThetadTheta
উপরিউক্ত মিলে কোন শব্দটি গঠিত হয়?
নিয়ন্ত্রণের বৈশিষ্ট্য কোনটি?
পোস্ট অফিস বক্স নিচের কোনটি নির্ণয়ে ব্যবহৃত হয়?
উদ্দীপকে কাবিলের মধ্যে যে ধরনের ব্যক্তিত্বের প্রকাশ ঘটেছে এরা যেসব প্রতিভার অধিকারী হয়- i. সামাজিকতার ii. চিন্তাশীলতার iii. সৃজনশীলতার নিচের কোনটি সঠিক?
উদ্দীপকে কাবিলের মধ্যে যে ধরনের ব্যক্তিত্বের প্রকাশ ঘটেছে এরা যেসব প্রতিভার অধিকারী হয়-
i. সামাজিকতার
ii. চিন্তাশীলতার
iii. সৃজনশীলতার
নিচের কোনটি সঠিক?
Choose the most appropriate prepostion to fill the gap: Humans don't feed ____ grass yet they may be as foolish as the cow.
ঘড়িতে পৌণে নয়টার সময় ঘণ্টার ও মিনিটের কাঁটার মধ্যবর্তী কোণের পরিমাণ কত?
সিরাত বলতে কী বুঝায়?
গ্রামীণ ব্যাংকের শিক্ষাবৃত্তি কর্মসূচির উদ্দেশ্য হলো- i. আর্থিক কারণে ঝড়ে পড়া শিক্ষার্থীর হার কমানো ii. গ্রামীণ মেয়ে শিশুদের শিক্ষায় উৎসাহিত করা iii. উপবৃত্তি প্রদান নিচের কোনটি সঠিক?
গ্রামীণ ব্যাংকের শিক্ষাবৃত্তি কর্মসূচির উদ্দেশ্য হলো-
i. আর্থিক কারণে ঝড়ে পড়া শিক্ষার্থীর হার কমানো
ii. গ্রামীণ মেয়ে শিশুদের শিক্ষায় উৎসাহিত করা
iii. উপবৃত্তি প্রদান
শহরাঞ্চলের ব্যবসায়ীদের প্রদান করতে হয়- i. পৌরকরii. উন্নয়নকর iii. ভূমিকর নিচের কোনটি সঠিক?
শহরাঞ্চলের ব্যবসায়ীদের প্রদান করতে হয়-
i. পৌরকর
ii. উন্নয়নকর
iii. ভূমিকর
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
The word 'ecological' is related to----
কোনটি পরিবারের সদস্যদের পারস্পরিক দায়িত্ব পালনের যোগসূত্র?
আম চাষে জসিমের ব্যক্তিগত খরচ হচ্ছে—i. ১০ হাজার টাকা ii. ঘুম ও আরাম ত্যাগ iii. ৫০টি গাছ বাবদ খরচ নিচের কোনটি সঠিক?
আম চাষে জসিমের ব্যক্তিগত খরচ হচ্ছে—
i. ১০ হাজার টাকা
ii. ঘুম ও আরাম ত্যাগ
iii. ৫০টি গাছ বাবদ খরচ
cosπ+x=-32 হলে x = রেডিয়ান?