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Determine why it is important that when you're encoding a function, it must be one-to-one?

Algebra
Tutor: None Selected Time limit: 1 Day

I was assigned this question after finding the inverse of a function and decoding the message on my algebra homework.

Apr 15th, 2015

One to one function means each y- value is paired with exactly one x value.  So when you are encoding a function and a one to one relationship exists then only, it would allow you to decode correctly.   If one to one relationship does not exist you will not be able to decode correctly.

For example tan 45 =1.  If tan 45 had more than one value you will not be able to say tan inverse of 1 is 45 degrees.


Apr 15th, 2015

I have answered your question.

Niru

Apr 15th, 2015

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