How the reciprocal of zero is not defined.Explain
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The reciprocal of 0 is not defined because 0 can't be multiplied and divided with any number so even 0/1 is not defined
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It is known that any fractional number with the denominator as zero is undefined.
If we do the reciprocal of any integer a, it would be 1/n. In a similar way, if we do the reciprocal of zero, then it would be 1/0 which can never be divided because we know that if any fraction with denominator zero is always undefined i.e. infinite. If we divide then the quotient would be non-ending
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If we do the reciprocal of any integer a, it would be 1/n. In a similar way, if we do the reciprocal of zero, then it would be 1/0 which can never be divided because we know that if any fraction with denominator zero is always undefined i.e. infinite. If we divide then the quotient would be non-ending
Hope it helps you. Please mark as brainliest.
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