Question 30 Not yet answered Marked out of 2.00 Flag question Let

f_(n):(0,1]->R

be defined as

f_(n)(x)=(1)/(1+nx)

. One of the following statements is FALSE. Select one:

a.\\\\lim_(n->\\\\infty )f_(n)(x)=0,AA\\\\xi n(0,1]b

-

f_(n+1)(x)

, AAninN, AAxin

(0,1]

. The sequence

(f_(n))

does not satisfy Dini's Theorem.

d

. The secuence

(f_(n))

converges uniformly on

(0,1]

, e. Non of them.

Question 30 Not yet answered Marked out of 2.00 Flag question Let fn:(0,1]R be defined as fn(x)=1+nx1. One of the following statements is FALSE. Select one: a,limnfn(x)=0,AAxin(0,1]b - fn+1(x)fn(x), AAninN,AAxin (0,1]. The sequence (fn) does not satisfy Dini's Theorem. d. The secuence (fn) converges uniformly on (0,1]. e. Non of them