পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
একলেমশিয়া রোগটি কাদের হয়?
অসওয়াল্ডের পদ্ধতিতে HNO3 প্রস্তুতির প্রথম ধাপে প্রভাবক হিসেবে ব্যবহৃত হয় কোনটি?
কোন খাদ্যে প্রোটিন বেশী?
Get someone to mend it. (passive)
বহুল প্রচারিত কার্টুন ‘মিনা ও মিঠু’-এর রূপকার কে?
শিল্প-কারখানায় ধাতব পদার্থ কাটতে কি ব্যবহার করা হয়?
ক্ষমতার পূর্ণাঙ্গ পৃথকীকরণ করা সম্ভব নয়। কারণ—i. সরকারের অংগগুলো পৃথক নয় ii. শাসন ব্যবস্থায় অচলাবস্থা সৃষ্টি করেiii. অংগসমূহের অসহযোগিতা হ্রাস পায় নিচের কোনটি সঠিক ?
ক্ষমতার পূর্ণাঙ্গ পৃথকীকরণ করা সম্ভব নয়। কারণ—
i. সরকারের অংগগুলো পৃথক নয়
ii. শাসন ব্যবস্থায় অচলাবস্থা সৃষ্টি করে
iii. অংগসমূহের অসহযোগিতা হ্রাস পায়
নিচের কোনটি সঠিক ?
The Arms Act, 1878-এর 19A ধারার অপরাধের সর্বনিম্ন শাস্তি ---
রুই মাছের আইশের ধরণ হচ্ছে-
পল্লিজননী' কবিতায় 'ফুরায়ে এসেছে তেল' পঙক্তিটি দ্বারা কী বোঝানো হয়েছে?
রবীন্দ্রনাথ ঠাকুরের কাব্যগ্রন্থ-
চিত্রে অঙ্কিত পরাবৃত্তের AS =?<img src="data:image/png;base64,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
চিত্রে অঙ্কিত পরাবৃত্তের AS =?
কোন কনিকের উৎকেন্দ্রিকতা এর মান ১ হলে তার সঞ্চারপথকে কি বলে?
বহিঃগুরুমন্ডলের অপর নাম কী?
‘গায়ক’ এর সন্ধি বিচ্ছেদ কোনটি?
দায় হ্রাস এবং মালিকানাস্বত্ব বৃদ্ধি পেয়েছে কোন লেনদেনটি?