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Question
প্লাটিনাম কোন ধরনের চৌম্বক পদার্থ?
ডায়া চৌম্বক
প্যারা চৌম্বক
ফেরো চৌম্বক
ফেরি-চৌম্বক
ANSWER : 2
Descrption
<p>প্যারাচুম্বকত্ব হলো চুম্বকত্বের একটি ধরন যেখানে কিছু <strong>পদার্থ</strong> বাহ্যিক ভাবে প্রযুক্ত <strong>চৌম্বক</strong> ক্ষেত্রের দিকে দুর্বলভাবে আকর্ষীত হয় এবং প্রযুক্ত <strong>চৌম্বক</strong> ক্ষেত্রের দিকে একটি প্রণোদিত চুম্বক ক্ষেত্র উৎপন্ন করে।</p><figure class="image"><img src="data:image/png;base64,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"></figure>
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