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The multiplicative inverse of zero is
  • a)
    is 1
  • b)
    is 0
  • c)
    is 1/0
  • d)
    does not exist
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
The multiplicative inverse of zero isa)is 1b)is 0c)is 1/0d)does not ex...
Some rules associated with Multiplicative Inverse are discussed in following ways :- 
Rule 1 = If product of two Fractional Numbers is equal to 1, then each of the Fractional Numbers is the Multiplicative Inverse of other. 
Rule 2 = If the product of a Fractional Number and a Whole Number is equal to 1, then each is the Multiplicative Inverse of other. 
Rule 3 = Multiplicative Inverse of 1 is also 1. 
Rule 4 = Multiplicative Inverse of 0 (zero) does not exists 
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Most Upvoted Answer
The multiplicative inverse of zero isa)is 1b)is 0c)is 1/0d)does not ex...
Suppose,If there is any multiplicative inverse of 0.. say 'N'...then, (0 × N) Must be equal to 1.. But,It is never possible. .Because if we multiply any real number with o then the product will always equal to 0.. So, The multiplicative inverse of 0 doesn't exist..
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Community Answer
The multiplicative inverse of zero isa)is 1b)is 0c)is 1/0d)does not ex...
Some rules associated with Multiplicative Inverse are discussed in following ways :- 
Rule 1 = If product of two Fractional Numbers is equal to 1, then each of the Fractional Numbers is the Multiplicative Inverse of other. 
Rule 2 = If the product of a Fractional Number and a Whole Number is equal to 1, then each is the Multiplicative Inverse of other. 
Rule 3 = Multiplicative Inverse of 1 is also 1. 
Rule 4 = Multiplicative Inverse of 0 (zero) does not exists 
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The multiplicative inverse of zero isa)is 1b)is 0c)is 1/0d)does not existCorrect answer is option 'B'. Can you explain this answer?
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