Question

@satellite73 @Loser66

Answer 1

g(x) would grow faster than f(x) right?

Answer 2

It will most of the time, but what about between 0 and 1?

Answer 3

??

Answer 4

a cube grows much faster than a square , although as @epiphi pointed out, not between 0 and 1, but after one it certainly does

Answer 5

ohh so it would be the other way around?

Answer 6

@Loser66

Answer 7

let f1= x^2
f2 = x^3 +1
then f'1= 2x
f'2= 3x^2
Between the two, f1' and f2' which one is bigger?

Answer 8

f2'

Answer 9

sure, and f' is rate of change, dat sit

Answer 10

wait im confused hahaha @Loser66

Answer 11

so does g(x) grow fast or does f(x)