A function f is a ________ -________ - ________function if for a and b in the domain of f, if $a \neq b , \text { then } f ( a ) \neq f ( b )$

Name: A function f is a ________ -________ - ________function if for a and b in the domain of f, if $a \neq b , \text { then } f ( a ) \neq f ( b )$
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The Answer of A function f is a ________ -________ - ________function if for a and b in the domain of f, if $a \neq b , \text { then } f ( a ) \neq f ( b )$

A Function F Is a ________ -________ - ________Function If a≠b, then f(a)≠f(b)a \neq b , \text { then } f ( a ) \neq f ( b )a=b, then f(a)=f(b)

A Function F Is a - - Function If $a \neq b , \text { then } f ( a ) \neq f ( b )$