পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
আদর্শ কৃষ্ণবস্তুর আপেক্ষিক বিকিরণ ক্ষমতা -
vecP=5hati+3hatj-mhatk; vecQ=hati+hatj+4hatk; এখানে vecP and vecQ পরম্পর লম্ব। যদি vecP and vecQ এর মান যথাক্রমে নৌকা এবং একটি নদীর স্রোতের দ্রুতি নির্দেশ করে তবে সর্বনিম্ন পথে নদী পার হতে নৌকাটির 2 মিনিট সময় লাগে।'m'এর মান হিসাব করো।
vecP=5hati+3hatj-mhatk; vecQ=hati+hatj+4hatk; এখানে vecP and vecQ পরম্পর লম্ব। যদি vecP and vecQ এর মান যথাক্রমে নৌকা এবং একটি নদীর স্রোতের দ্রুতি নির্দেশ করে তবে সর্বনিম্ন পথে নদী পার হতে নৌকাটির 2 মিনিট সময় লাগে।
'm'এর মান হিসাব করো।
Find the correctly spelt word?
খতিব সাহেবের নির্দেশনা কার্যকর হলে নগরে- i. সামাজিক অপরাধ হ্রাস পাবে ii. মসজিদের সংখ্যা বেড়ে যাবে iii. ভ্রাতৃত্ববোধ সুদৃঢ় হবে নিচের কোনটি সঠিক?
খতিব সাহেবের নির্দেশনা কার্যকর হলে নগরে-
i. সামাজিক অপরাধ হ্রাস পাবে
ii. মসজিদের সংখ্যা বেড়ে যাবে
iii. ভ্রাতৃত্ববোধ সুদৃঢ় হবে
নিচের কোনটি সঠিক?
S+=a*b/cPrint ( n%dn, S)উদ্দীপকে a=5, b=4, c=2, s=0 হলে আউট পুট কত হবে?
S+=a*b/c
Print ( n%dn, S)
উদ্দীপকে a=5, b=4, c=2, s=0 হলে আউট পুট কত হবে?
কোনটিকে জৈব মুদ্রা বলা হয়?
২০ ফুট লম্বা একটি বাঁশ এমনভাবে কেটে দুই ভাগ করা হলো যেন ছোট অংশটির বড় অংশের দুই -তৃতীয়াংশ হয়। ছোট অংশের দৈর্ঘ্য কত ফুট?
মহানবি (সা.) উপলব্ধি করেন যে, শক্তিশালী ইসলামি প্রজাত্র প্রতিষ্ঠা করতে হলে সকল শ্রেণির লোকের সহযোগিতা একন্তু প্রয়োজন। এজন্য তিনি আরবদের মধ্যে দমন করেছিলেন- i. বর্ণবৈষম্য ii. গোত্রকলহ iii. বিরোধিতা নিচের কোনটি সঠিক?
মহানবি (সা.) উপলব্ধি করেন যে, শক্তিশালী ইসলামি প্রজাত্র প্রতিষ্ঠা করতে হলে সকল শ্রেণির লোকের সহযোগিতা একন্তু প্রয়োজন। এজন্য তিনি আরবদের মধ্যে দমন করেছিলেন-
i. বর্ণবৈষম্য
ii. গোত্রকলহ
iii. বিরোধিতা
ঢাকার হাজারিবাগে বাবু ফরাজীর একটি চামড়া প্রক্রিয়াজাতকরণ কারখানা রয়েছে। তার এ কারখানাটি কোন ধরনের?
d/dx(lnx^(2).2x)=?
'আমার গানের মালা আমি করব কারে দান ।' -- বাক্যটিতে 'কারে' শব্দটি কোন কারকে কোন বিভক্তি?
বাংলাদেশে কত প্রজাতির নগ্নবীজী উদ্ভিদ প্রাকৃতিকভাবে জন্মে?
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
দুধে ব্যাকটেরিয়ার উপস্থিতির পরিমাণ বের করার জন্য কোন পরীক্ষা করা হয়?
কোন সমাসে ব্যাসবাক্য হয় না ?
সম্রাট হুমায়ুন কাকে একদিনের জন্য দিল্লীর সিংহাসন উপহার দিয়েছিলেন?