Step-by-step explanation:
For any function,any point in the domain has a unique image in the codomain.
For set [tex]A[/tex]:
[tex]f(8)=-5[/tex] from the point [tex](8,-5)[/tex]
[tex]f(8)=7[/tex] from the point [tex](8,7)[/tex]
For a same point [tex]8[/tex],there are two images.
So,[tex]A[/tex] does not represent a function.
For set [tex]B[/tex]:
[tex]f(7)=-4[/tex] from the point [tex](7,-4)[/tex]
[tex]f(7)=-2[/tex] from the point [tex](7,-2)[/tex]
For a same point [tex]7[/tex],there are two images.
So,[tex]B[/tex] does not represent a function.