পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
ভাসমান খামার পদ্ধতিতে ১২০০ বর্গমিটার পুকুরের উপর মাচা করে কতটি হাঁস পালন করা যায়?
ইলেকট্রনিক বর্তনীতে টিউন সার্কিট কম্পাঙ্ক নির্ধারণে কোন ধারক ব্যবহৃত হয়?
(মডেল)প্রশ্ন-৬ax2+bx+c=0 c দ্বিঘাত সমীকরণের একটি মূল শূন্য হলে c এর মান কত?
অনিতার বিভিন্ন প্রতিকূল অবস্থা প্রতিরোধের কৌশল জানা দরকার ৷ এর যৌক্তিকতা কোনটি?
Bt বেগুন উৎপন্ন করার জন্য কোন অণুজীবটি প্রয়ােজন?
নিম্নোক্ত কোন বাক্যটি সঠিক নিয়ম প্রকাশ করে ?
IP Address কী?
একটি প্রকৃত ভগ্নাংশের হর ও লবের অন্তর ২ । হর ও লব উভয় থেকে ৩ বিয়োগ করলে যে ভগ্নাংশ পাওয়া যায় তার সংগে ১৪ যোগ করলে যোগফল ১ হয় । ভগ্নাংশটি কত?
সাবস্ট্রেটের কনফিগারেশন পরিবর্তনকারী এনজাইমকে বলা হয় -
(১০ক)প্রশ্ন-১১একটি বাস্তব গ্যাস আদর্শ গ্যাস হিসেবে আচরণ করে -
শিক্ষক বললেন– মানুষের বৃক্কের উপর অবস্থিত অন্তঃক্ষরা গ্রন্থি ছাড়াও ADH নামক হরমোন বৃক্কের কাজে সহায়াতা করে।উদ্দীপকে উল্লিখিত হরমোন-গ্লোমেরুলাস এ পুনঃশোষণ করেদেহরসের আয়তন নিয়ন্ত্রণ করেলবণের মাত্রা বজায় রাখেনিচের কোনটি সঠিক?
নিচের কোনটি সঠিক?
xa+yb=2,ax+b = a2 + b2 সমীকরণ জোট-i. সঙ্গতিপূর্ণ ii. নির্ভরশীলiii. অনির্ভরশীল নিচের কোনটি সঠিক?
xa+yb=2,ax+b = a2 + b2 সমীকরণ জোট-
i. সঙ্গতিপূর্ণ
ii. নির্ভরশীল
iii. অনির্ভরশীল
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
H. A Murray প্রদত্ত প্রেষণার শ্রেণিবিভাগ- i. শারীরবৃত্তীয়ii. অর্জিত iii. সামাজিক নিচের কোনটি সঠিক?
H. A Murray প্রদত্ত প্রেষণার শ্রেণিবিভাগ-
i. শারীরবৃত্তীয়
ii. অর্জিত
iii. সামাজিক
What is Coulomb displacement energy of mirror nuclei? Derive an expression for it.
Which one acts as the storehouse of nucleotides?