Is the multiplicative inverse 1/x always exists? True or false?
Answers
Given : Is the multiplicative inverse 1/x always exists
To Find : Yes or No
Solution:
Multiplicative inverse of x is 1/x
as x * 1/x = 1
Multiplicative inverse of a number is basically reciprocal of the number
But if number is zero then its reciprocal 1/0 is not defined
Hence multiplicative inverse 1/x does not exist if x = 0
Hence Answer is NO
multiplicative inverse 1/x does not always exists
As this does not exist for x = 0
for x≠ 0 , multiplicative inverse 1/x always exists
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