(i) If f is continuous on a bounded set F, then f (F) is also bounded. (ii) If f is continuous on R and K is a compact set then f -1 (K) is compact. (iii) If f is uniformily continuous then for every...

(i) Iff is continuous on a bounded set F, thenf(F) is also bounded.

(ii) Iff is continuous on R and K is a compact set thenf^-1(K) is compact.

(iii) Iff is uniformily continuous then for every open set U,f(U) is open.

State true/False for above question, no explaination is required.