Verified Answer :

When you want to find the reciprocal of a fraction, you "flip" the fraction.  That means that you will turn the denominator into the numerator and the numerator into the denominator.  Example:
\(\frac{7}{8}\)⇒\(\frac{8}{7}\) I "flipped" the fraction.  Just do the same thing to the fraction given.

\(\frac{9}{14}\)⇒\(\frac{14}{9}\) Apply those rules to every question that asks for a reciprocal.

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The reciprocal of a given number is required.

The reciprocal of the given number is \(\dfrac{14}{9}\).

The given number is \(\dfrac{9}{14}\)

Reciprocal of a number is 1 divided by the number so

\(\dfrac{9}{14}\\ =\dfrac{1}{\dfrac{9}{14}}\)

Using the multiply with the inverse rule we get

\(1\times \dfrac{14}{9}\\ =\dfrac{14}{9}\)

So, the reciprocal of the given number is \(\dfrac{14}{9}\).

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