Question

reciprocal of -5/8 .

Answer 1

-(8/5) is the reciprocal of -5/8

Answer 2

The reciprocal is $-\frac{8}{5} .$

• By flipping a fraction upside down, one can discover the reciprocal of that fraction. In other words, it is discovered by flipping the numerator and denominator positions in a fraction. Simply switch the numerator and denominator to determine the reciprocal of a fraction.
• By first converting mixed integers to improper fractions, we can easily swap the numerator and denominator values to find the reciprocal of mixed fractions.
• Exponentiated fractions take the form of (a/b) to the power p, where p is any rational number and a and b are any whole numbers. The provided fraction raised to the same exponent without the negative sign is the same as the reciprocal of a fraction with negative exponents.

Here, according to the given information, we are given that,

The fraction is, $-\frac{5}{8} .$

Then the reciprocal will be,

$\frac{1}{\frac{-5}{8} } \\=-\frac{8}{5} .$

Hence, the reciprocal is $-\frac{8}{5} .$

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