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Earn +20 ptsQ: Why doesn't every real number have a multiplicative inverse?
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Does every integer have a multiplicative inverse?
No, it does not.
What an multiplicative inverse property and real number?
For every real number, x, which is not zero, there exists a real number x' such that x * x' = x' * x = 1, the multiplicative identity.
What property says that for every number other than 0 its reciprocal is the one number by which it can be multiplied to get 1?
Multiplicative inverse.
What is the multiplicative inverse property?
For any two non zero integers a and b, a/b x b/a = 1 ------------------------------------- For every number a ≠ 0 there is a number denoted by a^-1 (a to the power -1) such that: a × a^-1 = a^-1 × a = 1
What number is the multiplicative identity for every number?
1
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