![]() 2: ProgrammingĪre you a geek who is into programming? Well, you might find it interesting that taking the modulo is how you can adjust items in a hash table: RSA and Diffie–Hellman uses modular exponentiation. This modular math is used in a variety of key symmetric algorithms including the International Data Encryption Algorithm (IDEA), RC4, and Advanced Encryption Standard (AES). It supports public key systems directly in cryptography such as RSA and Diffie–Hellman and offers finite fields that support elliptical curves. Modular arithmetic is one of the most significant aspects of cryptography, which codes information through modulo operations that have an exponentially large modulus. Moreover, you can use our free online remainder calculator to get the remainder of the given values. On conventional calculators, you can determine modulo b using mod () function: mod (a, b) = r. The modulo operation, which is also frequently referred to as the modulus operation, identifies the remainder after dividing a given number by another number.Īpart from the above-mentioned expression, it can also be expressed as ‘a percent b’ in specific cases. Our modulo calculator can be used to determine the outcome between integer numbers of modulo operations. Modulo, modular or simply, mod, is a mathematical operation that determines the remainder when one integer is divided by another.Ī m o d b = r \mathbf 1 2 m o d 5 = 5 2 All you have got to do is enter the initial number x and integer y in our calculator to determine the modulo number r. Looking to execute modulo operations on numbers? Well, your search ends here! With this modulo calculator, you can find the results of mod operations with steps. ![]()
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