explain about one- one and onto functions
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Answered by
1
One one function are those functions in which
If f(x1) =f(x2)
Then x1=x2, will prove the function as one one
In the function if codomain =range of function then the function is known as onto.
Hope it helps you
If f(x1) =f(x2)
Then x1=x2, will prove the function as one one
In the function if codomain =range of function then the function is known as onto.
Hope it helps you
Nani11111111:
example plzz
Answered by
0
if all element is related to elements of another set..
and there is not repetition that is one-one..
and there is not repetition that is one-one..
like a={1,2,3,4} and b={5,6,7,8} then
1€5
2€6
3€7
4€8
here every element has a unique image
so it is a one-one function
tq
thanks friend
ok
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