Answer:
Step-by-step explanation:
From our knowledge of composite function, we first determine the intersection point of the F and G on the x coordinate which when compare the domain point 1 and 3.
To carry out the operation F+G we only perform this operation on the y-coordinate that has the same x-coordinate and this point occur only at point 1 and 3 as stated earlier.
Hence [tex]F+G={(1,2+4),(3,5+0)}\\F+G={(1,6),(3,5)}\\[/tex]
Also for the division F/G we have
[tex]F/G={(1,2/4),(3,5/0)}[/tex]
[tex]F/G={(1,0.5),[/tex](3,undefine)
since at point 3 we have the y coordinate not define. this simple mean that we an asymptote at x=3
