Hi guys, just got a question of Analysis on Sequences.

a sequence e(n) (sry dun know how to type (en) little n.

ok....

e(n)=(1+1/n)^n

(a). Show that e(n) is bounded above

(b). Use The Monotone Convergence Theorem to conclude that e(n) converges to a limit "e", and give an interval of length less than one in which "e" lies. The number "e" is called the Euler Number.

Appreciate!!!