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Find the multiplicative inverse of each$$ rac{1}{7}$$...

Question

Find the multiplicative inverse of each$$ rac{1}{7}$$

find the multiplicative inverse of each $$\frac{1}{7}$$



Answers

find the multiplicative inverse of each $$\frac{1}{7}$$

The multiplication in verse of a is one over a. We also call it the reciprocal. These numbers have the relationship that when you multiply them, you get one. So the multiplicity of inverse of negative 17 is one over negative 17. We can also think of that as negative 1 17

The multiplication in verse of A is one over a eight times one over a equals one. So we also call a multiplicity of inverse a reciprocal, so that's easier to think of. If you have a number like 7/12 what's the reciprocal? It's 12 7th and if you were to multiply 7 12 times 12 7th you would get one. So 12 7th is the multiplicity of inverse of 7/12.

In this question, all we have to do is write the reciprocal of each given number, and this will be the multiplication of inverse. And this is really quite simple. To do that. All we have to do is just reciprocate. And that means take the numerator and make it this nor mater and make the denominator the numerator, so answer is just eight over three.

So the reciprocal or the multiplication of inverse of seven over 12 you just flip the numerator into the denominator and denominator into the numerator. And so we get 12 over seven and you can see that these cancel and these cancel, so I'm left with one.


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