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Question
X=4 হলে X
4
= ?
27
256
64
128
ANSWER : 2
Descrption
<p> </p><p>সমাধান 256</p><p> </p><p> দেওয়া আছে,</p><p> X = 4</p><p>∴ X<sup>4</sup> = 4<sup>4</sup></p><p> = 4 × 4 × 4 × 4</p><p> = 16 × 16</p><p> = 16<sup>2</sup></p><p> = 256 [ <a href="https://t.me/SakilOsmanTC/551"><i>speed calculation</i></a> ] </p><figure class="image"><img src="data:image/png;base64,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"></figure>
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