Question #323545

Find the inverse of the encrypting function



F(x) =(5-x) mod 26 , 0<=x<=25



And use it to decrypt the massage '' ZRQUBFNB''

1
Expert's answer
2022-04-07T11:43:50-0400

The inverse function is the same

F(x)=(5x)x=5F(x)F(x) =(5-x)\\ x=5-F(x)

x=(525)mod26=6=Gx=(517)mod26=14=Ox=(516)mod26=15=Px=(520)mod26=11=Lx=(51)mod26=4=Ex=(55)mod26=0=Ax=(513)mod26=18=Sx=(51)mod26=4=Ex=(5-25)mod26=6=G\\ x=(5-17)mod26=14=O\\ x=(5-16)mod26=15=P\\ x=(5-20)mod26=11=L\\ x=(5-1)mod26=4=E\\ x=(5-5)mod26=0=A\\ x=(5-13)mod26=18=S\\ x=(5-1)mod26=4=E\\

Answer: Go please


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