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(Solved): (2) Alice and Bob has designed an RSA algorithm based on \( n=152416431947009 \). Bob chooses the ...



(2) Alice and Bob has designed an RSA algorithm based on \( n=152416431947009 \). Bob chooses the public key \( e_{B}=11 \).

(2) Alice and Bob has designed an RSA algorithm based on \( n=152416431947009 \). Bob chooses the public key \( e_{B}=11 \). Every exponentiation and square root can be computed with sagemath; every other operation must be done by hand. (a) Find the private key \( d_{B} \) of Bob so that \( 0


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Answer: The RSA algorithm is an asymmetric cryptography algorithm. Asymmetric actually means that it works on two different keys i.e. Public Key and Private Key. Public Key = (n, eB) = (11, 152416431947009) Answer-a: Generating Private Key: n = P*Q n
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