পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
(ক)প্রশ্ন-৫১কোনো বস্তু আলোর সমান বেগে গতিশীল হলে কোনো স্থির কাঠামোর সাপেক্ষে তার—
M2X3 লবণের দ্রাব্যতা 1.1×10-2molL-1 হলে এর Ksp হবে কোনটি?
They are really annoyed ---- his activities.
Explain physical significance of wave-functions
জনাব জহুর আলীর পরিবারটি কোন ধরনের পরিবার?
নিচের কোনটি সেক্স-লিঙ্কড বৈশিষ্ট্য?
চিত্রে চাপ বনাম আয়তন লেখচিত্র দেখানো হলো।লেখচিত্রটি কোন সূত্রের জন্য প্রযোজ্য?
চিত্রে চাপ বনাম আয়তন লেখচিত্র দেখানো হলো।
লেখচিত্রটি কোন সূত্রের জন্য প্রযোজ্য?
সুমনের মধ্যে কোন সমস্যার লক্ষণ দেখা দিয়েছে?
দুধ ও দুগ্ধজাতীয় খাদ্য থেকে পাওয়া যায়- i. ভিটামিন 'সি' ii. রিবোফ্লাভিন iii. ভিটামিন ডি নিচের কোনটি সঠিক?
দুধ ও দুগ্ধজাতীয় খাদ্য থেকে পাওয়া যায়-
i. ভিটামিন 'সি'
ii. রিবোফ্লাভিন
iii. ভিটামিন ডি
নিচের কোনটি সঠিক?
ন্যাটো (NATO) চার্টারের কোন ধারায় সম্মিলিত প্রতিরক্ষার কথা উল্লেখ আছে?
সমাজে কয় ধরনের বিমা প্রতিষ্ঠান মূলত কাজ করে?
কোনটি ঘাসফড়িং এর প্রোক্টোডিয়াম এর অংশ নয়?
রেওয়ামিল হলো খতিয়ান হিসাবসমূহের জেরের-
If the radius of a circle is increased by 100%, by what percent the area of the circle would increase?
NASW কত সালে গঠিত হয়?
চিত্রটি কী নির্দেশ করছে?<img 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
চিত্রটি কী নির্দেশ করছে?