What is the reciprocal of #7/9#?
The reciprocal of a proper fraction can be easily obtained by switching its numerator and denominator.
For example, the reciprocal of the fraction
Why does this work? The reciprocal of a number
#1/((7/9)) = (1xx9)/(7/9 xx 9)#
The reciprocal of
The reciprocal for a whole number, for example,
But if you want to find the reciprocal of a fraction, then you just switch the numerator and the denominator around. So the reciprocal of
My source is my mind and this site. The sources for the images are listed below each image.
I hope that this helps!!!!