1.The inverse of 17 modulo 43 is/are
2.The inverse of 17 modulo 43 is/are
3.The inverse of 6 mod 17 is/are
answer please
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1. 382. 38
1. 382. 383. 3
The inverse of modulo inverse can be calculated through a formula that is
aa^-1 = 1 ( mod n)
here a is the number n is about which we need to find the inverse, a^-1 is the modulo inverse of the number a.
In this, we basically need to find the multiple of a which is just one number more than multiple of n.
for example, we need to find 6 mod 17
that is a multiple of 6 which is just one number more that than the multiple of n
18 is the answer and 6 times 3 is 18
therefore modulo inverse of 6 about 17 will be 3.
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