পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
80cc 0.1M Fe2(SO4)3 দ্রবণে 1.0amp কারেন্ট প্রবাহিত করে সম্পূর্ণরূপে FeSO4 এ বিজারিত করতে কত সেকেন্ড সময় লাগবে?
Which one is in feminine form?
x>1 এবং n একটি যোগবোধক পূর্ণ সংখ্যা হলে 1+x21-x2 এর বিস্তৃত x2 এর সহগ কত?
'কলিমদ্দি দফাদার' গল্পের লেখক কে?
সাওম অস্বীকারকারী কী হবে?
আদর্শ গ্যাসের সমীকরণ হলো:
A physics instructor is anteroom charges an electrostatic generator to 25 muC , then carries it into the lecture hall. The net electric flux in Nm2C-1 through the lecture hall wall is -
সাম্প্রতিক বিভিন্ন গবেষণায় স্পষ্ট হয়েছে যে মা ও নবজাতকের মধ্যে গভীর বন্ধন গড়ে ওঠে-i. জন্মের এক ঘণ্টার সান্নিধ্যেii. জন্মের প্রথম কয়েক বছরের সান্নিধ্যেiii. জন্মের প্রথম কয়েকদিনের সান্নিধ্যেনিচের কোনটি সঠিক?
How can one decide that electromagnetic waves are transverse in nature?
কাজী নজরুল ইসলামের কোন কবিতাটি চট্টগ্রামে রচিত হয়েছিল?
কোন ফসলে কালোপট্টি রোগ দেখা যায়?
হৈমন্তী’ গল্পের নায়িকা নায়কের চেয়ে কয় বছরের ছােট?
নিজের কোনটি মানব দেহের মুখমণ্ডলের অস্থি নয় -
'কোল্ডস ফ্রিজ স্বাধীনতার মাস উপলক্ষ্যে সারা মার্চ মাস জুড়ে নতুন অফার' ঘোষণা দিয়েছে যে, একটি ফ্রিজ কিনলে একটি মোবাইল ফ্রি দেওয়া হবে। কোল্ডস ফ্রিজের এ বিক্রয় পদ্ধতিটি হলো-i. স্বল্পমেয়াদি প্রণোদনাii. বিক্রয় প্রসারের হাতিয়ার iii. সর্বোচ্চ মুনাফা অর্জনের সহায়ক নিচের কোনটি সঠিক?
'কোল্ডস ফ্রিজ স্বাধীনতার মাস উপলক্ষ্যে সারা মার্চ মাস জুড়ে নতুন অফার' ঘোষণা দিয়েছে যে, একটি ফ্রিজ কিনলে একটি মোবাইল ফ্রি দেওয়া হবে। কোল্ডস ফ্রিজের এ বিক্রয় পদ্ধতিটি হলো-
i. স্বল্পমেয়াদি প্রণোদনা
ii. বিক্রয় প্রসারের হাতিয়ার
iii. সর্বোচ্চ মুনাফা অর্জনের সহায়ক
নিচের কোনটি সঠিক?
The analogous pair of - SLUR: SPEECH is:
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