No.
Chat with our AI personalities
The multiplicative inverse of a number is : 1/number i.e., one divided by the number. This doesn't apply to zero. Zero has no multiplicative inverse.
The statement is true only for non-zero fractions and it follows from the definition of a multiplicative inverse.
Yes, and for any non-zero rational x, the multiplicative inverse is 1/x.
The multiplicative inverse of any non-zero number x, is the number y such that x*y = 1 = y*x. y may also be written as 1/x. Multiplicative inverses also exist for non-singular matrices.
There is no such thing.However, the multiplicative inverse of any non zero number, x, is (1/x).The multiplicative inverse has the property that x*(1/x) = 1 = (1/x)*x.