পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
আদর্শ দুধে শতকরা কত ভাগ ফ্যাট থাকে?
ভূমিকম্পের সৃষ্টি হয়-
মূল্যবোধ গঠনে প্রভাব বিস্তার করে- i. পারিবারিক ঐতিহ্য ii. রীতিনীতি iii. পোশাক-পরিচ্ছদ নিচের কোনটি সঠিক?
মূল্যবোধ গঠনে প্রভাব বিস্তার করে-
i. পারিবারিক ঐতিহ্য
ii. রীতিনীতি
iii. পোশাক-পরিচ্ছদ
নিচের কোনটি সঠিক?
প্রশ্ন-১৫নিচের কোন পর্বের প্রাণীদের স্যুডোসিলোমেট বলা হয়?
১৯৫৪ সালের প্রাদেশিক নির্বাচনে যুক্তফ্রন্টের ২১ দফায় মূল দফা কী ছিল?
'জাঁদরেল ' শব্দটি কোন ভাষা থেকে এসেছে?
'Some children were helping the wounded man' এর Passive Form হচ্ছে-
নিচের কোনটি ঋণাত্মক আন্তঃক্রিয়া?<img src="data:image/jpeg;base64,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
নিচের কোনটি ঋণাত্মক আন্তঃক্রিয়া?
Δ ABC এ ∠B = 90° এবং tan A = 1, তবে sin A . sin C এর মান কত?
Which sentence contains an adverb of frequency?
কোনো বিক্রিয়ায় বিক্রিয়ক এবং উৎপাদ যদি স্থির থাকে তবে বিক্রিয়াটি এক ধাপে ঘটুক বা একাধিক ধাপে ঘটুক না কেন, মোট তাপশক্তির পরিবর্তন সর্বদা সমান হবে। এটিকে কোন সূত্র বলে?
প্রশ্ন-১২৫20 cm ও 25cm ফোকাস দৈর্ঘ্যের দুটি পাতলা লেন্স ফাঁক না রেখে যুক্ত করা হলো। সুষম লেন্সের কার্যকর ক্ষমতা-
300 ml 0.25 M দ্রবণ তৈরি করতে কি পরিমাণ Na2CO3 প্রয়োজন?
Who was the first martyr among the seven Bir Shestro of the war of Liberation?
গোলাকার বিশ্বের কোনো কিছুর অবস্থান কীসের মাধ্যমে বর্ণনা করা হয়?
The synonym of " ORNATE" is