পিডিএফ এর থেকেও মাস্টার প্রশ্ন ব্যাংক & Poll Master এ রয়েছে বিশেষ সুবিধা
'দৃশ্য' শব্দের সন্ধিবিচ্ছেদ হলো-
'গাড়ী চলে না, চলে না, চলে নারে '- গান টি গীতিকার কে ?
Choose the correct sentence from the following.
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
গ্যালভানোমিটারের রোধ G এবং শান্টের রোধ S হলে শান্টের ক্ষমতা-গুণকের সঠিক সমীকরণ নিচের কোনটি?
বৈদ্যুতিক ফ্লাক্স এর একক-
মোহিনী ও তার চার বান্ধবী মিলে একটি মোম তৈরির কারখানা গড়ে তুলতে চায় । কারখানাটি গড়ে তুলতে প্রয়োজন— i. অল্প শ্রমিক ii. অধিক মূলধন iii. ছোট ছোট যন্ত্রপাতি নিচের কোনটি সঠিক?
মোহিনী ও তার চার বান্ধবী মিলে একটি মোম তৈরির কারখানা গড়ে তুলতে চায় । কারখানাটি গড়ে তুলতে প্রয়োজন—
i. অল্প শ্রমিক
ii. অধিক মূলধন
iii. ছোট ছোট যন্ত্রপাতি
নিচের কোনটি সঠিক?
যে সকল পরমাণুর প্রোটন সংখ্যা সমান কিন্তু নিউট্রনের সংখ্যা অসমান , তাদেরকে বলা হয় -
‘Tenuous’ is most similar in meaning to-
প্রশ্ন-৩৯শিখা কোষ কোন পর্বের প্রাণীতে পাওয়া যায়?
FDR-এর পূর্ণরূপ কী?
সেবামূলক ক্ষুদ্র শিল্পে সর্বনিম্ন শ্রমিকসংখ্যা কত জন?
A চিহ্নিত স্থানের প্রাকৃতিক সম্পদ হলো—
একটি সরল দোলেকের দোলনকাল T। দোলকটির দৈর্ঘ্য দ্বিগুণ করা হলে পরিবর্তিত দোলনকাল হবে-
কোনটি সোডিয়ামের ধর্ম নয়?
পণ প্রথা নির্মূলে প্রয়োজন--i. নারী শিক্ষাii. গণসচেতনতাiii. সুশাসন নিচের কোনটি সঠিক?
পণ প্রথা নির্মূলে প্রয়োজন--
i. নারী শিক্ষা
ii. গণসচেতনতা
iii. সুশাসন