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What is a reciprocal of a fraction?

Updated: 4/28/2022
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11y ago

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A reciprocal of a fraction is when you interchange the numerator and the denominator.

Example:

3/5: reciprocal = 5/3
The reciprocal of a fraction is when you interchange the numerator and the denominator.

Example:

3/5: reciprocal = 5/3

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11y ago
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Q: What is a reciprocal of a fraction?
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Related questions

When do you take the reciprocal of a fraction?

You take the reciprocal of a fraction when you want to invert the numerator and the denominator. The reciprocal of a fraction is found by flipping the fraction upside down. For example, the reciprocal of 2/3 is 3/2.


What ia a reciprocal fraction?

The reciprocal of the fraction is simply the fraction raised to the -1 power. Simply "flip the fraction upside down" to find the reciprocal. e.g. 3/23 has a reciprocal of 23/3.


Do you find the reciprocal in a fraction multiplication?

To get the reciprocal of a fraction, exchange the numerator and denominator.


What is the reciprocal of -p over 4?

Reciprocal just means that you flip the fraction... your fraction is -p/4 the reciprocal is 4/-p the reciprocal is extremely important when dividing fractions. because when you divide fractions you have to take the reciprocal of the bottom fraction and then multiply it to your top fraction to get your answer.


How do you divide a reciprocal fraction?

multiply by the reciprocal


What is two numbers whose product is 1. the reciprocal of a fraction callled?

The product of -1 and -1 is 1. The reciprocal of a fraction is called its reciprocal.


When you invert or flip a fraction you have the?

You have the reciprocal. Unless you started with a fraction equivalent to 0.


What is reciprocal of -3?

1/3. The fraction for 3 is 3/1, and to find a reciprocal, you have to flip the fraction.


What is another name for a flipped fraction?

A 'flipped' fraction is correctly named as a Reciprocal. e.g. 2 . The reciprocal is 1/2 The reciprocal of 1/2 is 2.


Will the reciprocal of proper fraction be a proper fraction?

No.


Can the reciprocal fraction be a proper fraction?

yes


Is the reciprocal of an improper fraction sometimes always or never a proper fraction?

For a fraction A/B, the fraction is improper if A > B. The reciprocal is B/A. So now A is the denominator, and B is the numerator, and B < A, so the reciprocal is a proper fraction. The answer would be always.