Select all that apply for f(h)= 3h - 2h + 300hs. Of (h)= 0(1) Of (h)= O(h) Of (h)= 0(h2 ) Of (h) = 0(h3 ) Of (h ) = 0(h4 ) Of (h ) = o(hs )Let f(:13)= ex 1 13. Find the degree 1 Taylor polynomial and remainder for f(:c) at 330 = 0. Let a: = h2 and use the polynomial and remainder to find which of the following apply for f(h2): f(h)= 0(1) : f(h)= 0(h) : f(h)= 0(h2) : f(h)= 0(h3) C f(h)= 0(h4) w f(h)= 0