Consider the function f= {(n,n² –1) such that n<5,n€N}, written in set-builder notation, which defines a set containing a list of ordered pairs. Write the inverse of f as a set in list form containing ordered pairs.

Computer Networking: A Top-Down Approach (7th Edition)
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Author:James Kurose, Keith Ross
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Consider the function f= {(n,n² – 1) such that n<5,n€N}, written in set-builder notation, which defines a set containing a list of ordered pairs.
Write the inverse of f as a set in list form containing ordered pairs.
O fl={(0,1),(3,2),(8,3),(15,4)}
O fl={(0,– 1),(1,0), (2,3),(3,8),(4,15)}
ofl={(1,0), (2,3),(3,8),(4,15)}
O fl= {(-1,0),(0,1),(3,2),(8,3),(15,4)}
o fl={(3,2),(8,3),(15,4)}
Transcribed Image Text:Consider the function f= {(n,n² – 1) such that n<5,n€N}, written in set-builder notation, which defines a set containing a list of ordered pairs. Write the inverse of f as a set in list form containing ordered pairs. O fl={(0,1),(3,2),(8,3),(15,4)} O fl={(0,– 1),(1,0), (2,3),(3,8),(4,15)} ofl={(1,0), (2,3),(3,8),(4,15)} O fl= {(-1,0),(0,1),(3,2),(8,3),(15,4)} o fl={(3,2),(8,3),(15,4)}
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