Use the values below to encrypt the numerical message $$ m=47 $$. Use the following cryptoscheme: Encryption $$ (m+k) \bmod N=c $$ Decryption $$ (c-k) \bmod N=m $$ $$ \begin{array}{l}N=76 \ k=73\end{array} $$ Ex: 5

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Christensen Ramirez · Accepted Answer

To encrypt the message $$ m = 47 $$ using the given cryptoscheme, add 73 to 47 to get 120, then find the remainder when 120 is divided by 76, which is 44. So, the encrypted message is 44.

Use the values below to encrypt the numerical message \( m=47 \). Use the following cryptoscheme: Encryption \( (m+k) \bmod N=c \) Decryption \( (c-k) \bmod N=m \) \( \begin{array}{l}N=76 \\ k=73\end{array} \) Ex: 5

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Use the values below to encrypt the numerical message \( m=47 \). Use the following cryptoscheme: Encryption \( (m+k) \bmod N=c \) Decryption \( (c-k) \bmod N=m \) \( \begin{array}{l}N=76 \\ k=73\end{array} \) Ex: 5

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