Given f (x) = x^2-8 and g (x) = x+1/x, find (g o f) (1)

[Hint: (g o f) (-4) = (g (f (-4)) ]

a.) 8/7 b.) 8 c.) 6/7 d.) - 8

F (1) is equal to 1^2-8, or - 7.

g (x) is (-7+1) / - 7, or - 6/-7. This simplifies to 6/7. C is the best option.

Also, since you posted a similar question earlier, I knew what to look for with g (x), but in the future, this looks like the x is not divided by the x in the denominator, and you should express this function as (x+1) / x to increase clarity.