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what is the remainder when 2^300 is divided by 7

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\(2^3=8 \equiv 1 \quad \bmod 7\)

\(2^{3044}=\left(2^3\right)^{1044} \equiv 1^{104}=1 \quad \bmod 7\)

 = 1

Posted by

Divya Sharma

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