Inverse+Property

__**Multiplicative inverse property**__
by: Muhammad

MY personal definition of the multiplicative inverse property is basically distributed property of fractions or un-whole numbers.. there is no difference between the the distributive property and the inverse property. with the distributive property you multiply one number by the others in parentheses. with the inverse property you multiply the main number by numerator and denominator in parentheses of the equation.

Inverse Property for Multiplication: Each nonzero real number a has unique multiplicative inverse, represented by
 * THE REAL DEFINITION IS**

Multiplicative Inverse Property - For every a, there exists a number such that a× = 1. is called the reciprocal of a, or the multiplicative inverse of a.
 * THIS IS SPARKS NOTES-NOTES**

In other words, when you multiply a number by its multiplicative inverse the result is 1. A more common term used to indicate a multiplicative inverse is the reciprocal. A multiplicative inverse or reciprocal of a real number a (except 0) is found by “flipping” a upside down. The numerator of a becomes the denominator of the reciprocal of a and the denominator of a becomes the numerator of the reciprocal of a.
 * This is another** [|DEFINITION]

I learned by the end of my research that this term inverse property is basically reciprocal.
 * END NOTES**

**__Additive Inverse Property__**
by: Randall