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gulaghasi [49]
1 year ago
5

SHA-1 produces a(n) ___________-bit message digest, which can then be used as an input to a digital signature algorithm.

Computers and Technology
1 answer:
prisoha [69]1 year ago
7 0

SHA-1 produces a(n) 160-bit message digest, which can then be used as an input to a digital signature algorithm.

<h3>What is SHA-1?</h3>

Secure Hash Algorithm 1 or SHA 1 is a function which take the input value. In the result, it produces the hash value of 20 byte.

As there is 8 bit in 1 byte. Thus, the number of bits in 20 byte are,

n=20\times8\\n=160\rm\; bits  

Hence, it produces 160 bit of hash value, which is known as the massage digest.

Thus, SHA-1 produces a(n) 160-bit message digest, which can then be used as an input to a digital signature algorithm.



Learn more about the SHA-1 here;

brainly.com/question/9979590

#SPJ1

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degreesF = float(input("Enter a temperature in degrees Fahrenheit: "))

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