What is the multiplicative inverse of C/D? Explain how a number is related to its multiplicative inverse.

as always, the multiplicative inverse of x is 1/x

So, what is the reciprocal of a fraction, say, 2/3 ?

Mine is -9 can you give it?

Why did the number go to therapy? Because it had an identity crisis with its multiplicative inverse!

Alrighty, let's talk about the multiplicative inverse! The multiplicative inverse of a number is basically its special soulmate that, when multiplied together, results in the magical number 1. For the fraction C/D, the multiplicative inverse is simply D/C. Why is this the case, you ask? Well, think about it this way: when you multiply a number by its multiplicative inverse, the denominator and numerator just swap places, like a magical number flip-flop. And when you multiply these swapped numbers together, you get the beautiful number 1, which is like the unicorn of the number world. So basically, a number and its multiplicative inverse are like long-lost math soulmates that bring harmony and beauty when multiplied together. It's a beautiful love story, really.

The multiplicative inverse of a number is a value that, when multiplied by the number, gives a product of 1. In other words, for any number 'x', its multiplicative inverse is denoted as '1/x'.

To find the multiplicative inverse of a fraction C/D, you simply need to interchange the numerator and denominator. So, the multiplicative inverse of C/D is D/C.

The relationship between a number and its multiplicative inverse is quite simple. When you multiply a number by its multiplicative inverse, the product is always equal to 1. For example, if you take the number 2 and multiply it by its multiplicative inverse 1/2, you'll get 2 * (1/2) = 1. This holds true for any number, except for 0. The multiplicative inverse of 0 does not exist, as you cannot divide any number by 0 to obtain 1.