The multiplicative inverse of any integer (-a) is _______.
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The modular inverse of a number refers to the modular multiplicative inverse. For any integer a such that (a, p) = 1 there exists another integer b such that ab≡ 1 (mod p). The integer b is called the multiplicative inverse of a which is denoted as b = a−1
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a × (−1) = −a, which is not the multiplicative inverse of a. (vii) False. Every non-zero integer a has a multiplicative inverse 1a, which is not an integer.
Answer is False.
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