পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
কবির সূরা আল-কাদর তিলাওয়াত করল। সে কতটি আয়াত তিলাওয়াত করল?
ব্যবসায়ের মৌলিক উপকরণ কী?
মাথার কালো চুলকে বিরঞ্জিত করতে কোনটি ব্যবহৃত হয়?
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
প্রশ্ন-৭০3x3-1=0 এর মূলগুলি α, β, ɤ হলে α3+β3+ɤ3 হলে, এর মান-
প্রশ্ন-৭০
3x3-1=0 এর মূলগুলি α, β, ɤ হলে α3+β3+ɤ3 হলে, এর মান-
বাংলাদেশের উপর দিয়ে কোন ভৌগলিক রেখা অতিক্রম করেছে?
ব্যাংকের সুলভ ও উদার ঋণনীতির ফলে দেশের অর্থনীতিতে কী ঘটে?
"You can fool all the people some of the time and some of the people all the time, but you cannot fool all the people all the time" উক্তিটি কার?
sinθ = 1/sqrt2 হলে, θ এর মুখ্যমান π/4 θ={ 4n + (-1)n } π/4 ,n ε Zθ = (4n+1) π/2 ,n ε Zনিচের কোনটি সঠিক ?
sinθ = 1/sqrt2 হলে,
নিচের কোনটি সঠিক ?
উহুদের যুদ্ধে কুরাইশদের সেনাপতি কে ছিল?
কোন হিসাবটি বছরের শেষে বন্ধ করে দেয়া হয় ?
মৃত বা জবাই করা মেষ থেকে তৈরি পশমকে বলা হয়-
"Paradise lost" is written by-
দেশি পাট এর বৈজ্ঞানিক নাম কি?
কে মূল্যবোধের অধিকারী?
আউফবাউ নীতি মেনে চলে না কোন মৌল?