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দুটি তামার তারের দৈর্ঘ্যের অনুপাত 1:2 এবং রোধ সমান হলে তার দুটির ব্যসার্ধের অনুপাত হবে-
1:2
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2
2
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1
2
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2
ANSWER : 2
Descrption
<p>তার দুটির ব্যসার্ধের অনুপাত হবে <strong>1:√2</strong>।</p><p>এই মানটি নির্ণয় করার জন্য আপনি তামার তারের রোধের সূত্র ব্যবহার করে পাবেন।</p><figure class="image"><img src="data:image/png;base64,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"></figure><p>এখানে,</p><ul style="list-style-type:disc;"><li>R = রোধ</li><li>rho = প্রতিসরাঙ্ক</li><li>L = দৈর্ঘ্য</li><li>A = ব্যসার্ধ</li></ul><p>প্রশ্নে,</p><ul style="list-style-type:disc;"><li>R<sub>1</sub>=R<sub>2</sub> = দুটি তারের রোধ সমান</li><li>rho<sub>1</sub>=rho<sub>2</sub> = দুটি তারের প্রতিসরাঙ্ক সমান (দুটি তামার)</li><li>L<sub>1</sub>=L = ১ম তারের দৈর্ঘ্য</li><li>L<sub>2</sub>=2L = ২য় তারের দৈর্ঘ্য</li><li>A<sub>1 </sub>=pir<sub>1</sub><sup>2</sup> = ১ম তারের ব্যসার্ধ</li><li>A2=pir<sub>2</sub><sup>2</sup>= ২য় তারের ব্যসার্ধ</li></ul><figure class="image"><img src="data:image/png;base64,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"></figure>
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